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Grapevine LeafTraits multisensor NIR

grapevine · NIR

Grapevine LeafTraits multisensor NIR. v2.0 standardized NIRS package: 4 spectral source(s), 31 declared target(s). Auto-generated from dataset_card.json (verify before publication).

nirv2grapevine
🔒
Private dataset. Full metadata and metrics are shown, but the bytes are not redistributed here — exporting the data requires a Dataverse token. The identity card carries no spectra, only descriptive statistics.
2,079
samples
2,759
wavelengths
4
sources
31
targets
5
metadata
NIR
family

Dataset property explorer

Mean profile risk0.48
Highest axisArtefacts locaux · 1.00
Diagnostics9
Sources profiled4
Grapevine LeafTraits multisensor NIR property profile0.250.50.751integritynoiseartefactsbaselinePCA outliersreferencerepeatabilitystructureGrapevine LeafTraits multisensor NIR profileintegrity: 0.00noise: 0.01artefacts: 1.00baseline: 0.80PCA outliers: 0.64reference: 0.47repeatability: 0.00structure: 0.90Grapevine LeafT…0 center · 1 outer ring · outward = stronger anomaly / heterogeneity signal

Profile axes

Intégrité0.00
Artefacts locaux1.00
Bruit0.01
Outliers PCA0.64
Distance à la référence0.47
Répétabilité0.00
Baseline / forme0.80
Structure multi-régimes0.90
Diagnostic hypotheses00.250.50.751hypothesis scoreSplice / raccord détecteursSplice / raccord détecteurs: 0.740.74Erreur calibration / référenc…Erreur calibration / référence blanche: 0.720.72Fond différentFond différent: 0.680.68Spectre hors domaine valideSpectre hors domaine valide: 0.640.64Erreur interpolation / réécha…Erreur interpolation / rééchantillonnage: 0.630.63Différence de sonde / géométr…Différence de sonde / géométrie: 0.590.59Signature VERA25-likeSignature VERA25-like: 0.560.56Dataset multi-régimesDataset multi-régimes: 0.550.55
DiagnosticScoreForceSignauxInterprétation probable
Splice / raccord détecteursX40.74forteSpike rate 1.00, Jump rate 1.00, SNR non dégradé 1.00Rupture aux jonctions de détecteurs, calibration locale ou sonde différente.
Erreur calibration / référence blancheX20.72moyenneMahalanobis / T2 1.00, Baseline/mean/area 1.00, artefacts locaux 1.00Décalage systématique entre campagnes, instruments ou référence blanche.
Fond différentX20.68moyenneMahalanobis / T2 1.00, Baseline/mean/area 1.00, PCA Q 0.54Effet systématique du support, blanc/noir, transflectance ou environnement de mesure.
Spectre hors domaine valideX20.64moyenneMahalanobis / T2 1.00, Structure PCA 1.00, RMS/SAM référence 0.52Variété, espèce, lot ou condition différente mais physiquement plausible.
Erreur interpolation / rééchantillonnageX10.63moyenneSpike rate 1.00, Jump rate 1.00, SNR normal/élevé 1.00Artefacts numériques ou traitement spectral incorrect.
Différence de sonde / géométrieX20.59moyenneMahalanobis / T2 1.00, Baseline/mean/area 1.00, PCA Q 0.54Modification de l'illumination, collecte, angle ou distance sonde-échantillon.
Signature VERA25-likeX40.56moyenneSpike rate 1.00, Jump rate 1.00, RMS/SAM référence 0.61Combinaison possible changement de sonde + splice, amplifiée par géométrie, fond ou calibration.
Dataset multi-régimesX20.55moyenneStructure PCA 1.00, Mahalanobis / T2 1.00, PCA Q 0.54Mélange de campagnes, opérateurs, lots, setups ou sous-populations spectrales.

Spectral sources

micronir

X1 · NIR · micronir
micronir spectra0.20.40.60.81.08001,0001,2001,4001,6001,800q05-q95 envelopeq25-q75 envelopemedian spectrummedianq25–q75q05–q95wavelength / none908.1none — median 0.7044 (q25–q75 0.6709–0.7327)914.29none — median 0.734 (q25–q75 0.7015–0.7599)920.49none — median 0.761 (q25–q75 0.7294–0.7857)926.68none — median 0.7902 (q25–q75 0.7617–0.8134)932.88none — median 0.8172 (q25–q75 0.7929–0.8383)939.07none — median 0.8371 (q25–q75 0.8139–0.8578)945.27none — median 0.8535 (q25–q75 0.8308–0.8736)951.46none — median 0.8623 (q25–q75 0.8399–0.8826)957.65none — median 0.8661 (q25–q75 0.8429–0.8866)963.85none — median 0.8686 (q25–q75 0.8445–0.8894)970.04none — median 0.8715 (q25–q75 0.8465–0.8929)976.24none — median 0.8751 (q25–q75 0.8501–0.8967)982.43none — median 0.8786 (q25–q75 0.8533–0.9006)988.63none — median 0.8829 (q25–q75 0.8569–0.9047)994.82none — median 0.8872 (q25–q75 0.8617–0.9093)1001none — median 0.8915 (q25–q75 0.8668–0.9134)1007.2none — median 0.8961 (q25–q75 0.8719–0.9179)1013.4none — median 0.9006 (q25–q75 0.8771–0.9223)1019.6none — median 0.9044 (q25–q75 0.8817–0.9259)1025.8none — median 0.9084 (q25–q75 0.8859–0.9293)1032none — median 0.9121 (q25–q75 0.8901–0.9325)1038.2none — median 0.915 (q25–q75 0.893–0.935)1044.4none — median 0.9176 (q25–q75 0.896–0.9375)1050.6none — median 0.9199 (q25–q75 0.8984–0.9395)1056.8none — median 0.9214 (q25–q75 0.9003–0.9408)1063none — median 0.9225 (q25–q75 0.9018–0.9418)1069.2none — median 0.9231 (q25–q75 0.9024–0.9423)1075.3none — median 0.9233 (q25–q75 0.9026–0.9423)1081.5none — median 0.9231 (q25–q75 0.9026–0.9421)1087.7none — median 0.9226 (q25–q75 0.9021–0.9415)1093.9none — median 0.9216 (q25–q75 0.9013–0.9404)1100.1none — median 0.9207 (q25–q75 0.9006–0.9392)1106.3none — median 0.9191 (q25–q75 0.8995–0.9376)1112.5none — median 0.9173 (q25–q75 0.8983–0.9357)1118.7none — median 0.9149 (q25–q75 0.896–0.933)1124.9none — median 0.9102 (q25–q75 0.8916–0.9285)1131.1none — median 0.9008 (q25–q75 0.8817–0.92)1137.3none — median 0.8849 (q25–q75 0.8652–0.9045)1143.5none — median 0.8687 (q25–q75 0.8476–0.8886)1149.7none — median 0.8546 (q25–q75 0.8321–0.8754)1155.9none — median 0.8442 (q25–q75 0.82–0.8657)1162.1none — median 0.8386 (q25–q75 0.8136–0.8603)1168.3none — median 0.8358 (q25–q75 0.8103–0.8577)1174.5none — median 0.8342 (q25–q75 0.8089–0.8564)1180.7none — median 0.8326 (q25–q75 0.8077–0.8552)1186.8none — median 0.8314 (q25–q75 0.8065–0.854)1193none — median 0.831 (q25–q75 0.8059–0.8536)1199.2none — median 0.8314 (q25–q75 0.8066–0.8542)1205.4none — median 0.833 (q25–q75 0.8086–0.8558)1211.6none — median 0.8356 (q25–q75 0.8109–0.8578)1217.8none — median 0.8384 (q25–q75 0.8137–0.8605)1224none — median 0.8413 (q25–q75 0.8165–0.8633)1230.2none — median 0.844 (q25–q75 0.8193–0.8659)1236.4none — median 0.8466 (q25–q75 0.8219–0.8683)1242.6none — median 0.8489 (q25–q75 0.8243–0.8705)1248.8none — median 0.8508 (q25–q75 0.8262–0.8723)1255none — median 0.8523 (q25–q75 0.828–0.8735)1261.2none — median 0.8529 (q25–q75 0.8289–0.8741)1267.4none — median 0.8529 (q25–q75 0.8289–0.874)1273.6none — median 0.8519 (q25–q75 0.8278–0.8732)1279.8none — median 0.85 (q25–q75 0.8257–0.8715)1286none — median 0.8469 (q25–q75 0.8221–0.8685)1292.2none — median 0.8424 (q25–q75 0.8172–0.8644)1298.3none — median 0.8365 (q25–q75 0.8112–0.8592)1304.5none — median 0.829 (q25–q75 0.8032–0.852)1310.7none — median 0.8196 (q25–q75 0.7932–0.8432)1316.9none — median 0.808 (q25–q75 0.7806–0.8324)1323.1none — median 0.7941 (q25–q75 0.7658–0.8193)1329.3none — median 0.7783 (q25–q75 0.7497–0.8044)1335.5none — median 0.7615 (q25–q75 0.7326–0.7885)1341.7none — median 0.7447 (q25–q75 0.7158–0.7729)1347.9none — median 0.7293 (q25–q75 0.7–0.758)1354.1none — median 0.7146 (q25–q75 0.6845–0.7443)1360.3none — median 0.6988 (q25–q75 0.6684–0.7295)1366.5none — median 0.6788 (q25–q75 0.6484–0.7109)1372.7none — median 0.6504 (q25–q75 0.6201–0.6845)1378.9none — median 0.6093 (q25–q75 0.5792–0.6457)1385.1none — median 0.5548 (q25–q75 0.5252–0.5922)1391.3none — median 0.492 (q25–q75 0.463–0.5296)1397.5none — median 0.4317 (q25–q75 0.404–0.4677)1403.6none — median 0.3822 (q25–q75 0.3567–0.4159)1409.8none — median 0.3461 (q25–q75 0.3222–0.3779)1416none — median 0.322 (q25–q75 0.2995–0.3522)1422.2none — median 0.3065 (q25–q75 0.285–0.3353)1428.4none — median 0.2968 (q25–q75 0.2759–0.3248)1434.6none — median 0.2909 (q25–q75 0.2705–0.3183)1440.8none — median 0.2878 (q25–q75 0.2678–0.315)1447none — median 0.2867 (q25–q75 0.2666–0.3136)1453.2none — median 0.2868 (q25–q75 0.2667–0.3138)1459.4none — median 0.2886 (q25–q75 0.2682–0.3157)1465.6none — median 0.2925 (q25–q75 0.2722–0.3201)1471.8none — median 0.2989 (q25–q75 0.278–0.3266)1478none — median 0.3074 (q25–q75 0.2861–0.3358)1484.2none — median 0.3175 (q25–q75 0.2955–0.3472)1490.4none — median 0.3287 (q25–q75 0.3057–0.3592)1496.6none — median 0.3411 (q25–q75 0.3167–0.3722)1502.8none — median 0.3542 (q25–q75 0.3289–0.3861)1509none — median 0.3675 (q25–q75 0.3415–0.4001)1515.1none — median 0.3813 (q25–q75 0.3546–0.4143)1521.3none — median 0.3949 (q25–q75 0.3675–0.4287)1527.5none — median 0.4082 (q25–q75 0.3801–0.4427)1533.7none — median 0.4215 (q25–q75 0.3928–0.4565)1539.9none — median 0.4344 (q25–q75 0.4053–0.4699)1546.1none — median 0.4467 (q25–q75 0.4175–0.4827)1552.3none — median 0.4588 (q25–q75 0.4295–0.4955)1558.5none — median 0.4705 (q25–q75 0.441–0.5075)1564.7none — median 0.4808 (q25–q75 0.4515–0.5185)1570.9none — median 0.4915 (q25–q75 0.4618–0.5288)1577.1none — median 0.5014 (q25–q75 0.4715–0.539)1583.3none — median 0.5105 (q25–q75 0.4804–0.5483)1589.5none — median 0.5194 (q25–q75 0.4891–0.5571)1595.7none — median 0.5276 (q25–q75 0.4972–0.5655)1601.9none — median 0.5352 (q25–q75 0.5046–0.5732)1608.1none — median 0.5424 (q25–q75 0.5118–0.5804)1614.3none — median 0.5489 (q25–q75 0.5183–0.587)1620.5none — median 0.5547 (q25–q75 0.5241–0.5929)1626.6none — median 0.5602 (q25–q75 0.5296–0.5983)1632.8none — median 0.5649 (q25–q75 0.5344–0.6032)1639none — median 0.5691 (q25–q75 0.5387–0.6073)1645.2none — median 0.5727 (q25–q75 0.5425–0.6109)1651.4none — median 0.5757 (q25–q75 0.5455–0.6139)1657.6none — median 0.5782 (q25–q75 0.548–0.6162)1663.8none — median 0.5801 (q25–q75 0.5499–0.6179)1670none — median 0.5812 (q25–q75 0.551–0.6188)1676.2none — median 0.5818 (q25–q75 0.5515–0.619)

Sampling

Wavelengths125
Axis range908.1–1676 none
Mean spacing6.19 none
Griduniform
Observations2,079

Signal & quality

Value range0.183 – 1.14
Mean range0.291 – 0.922
Mean level0.6891
Area529.6
PTP0.6303
Noise RMS0.00038862
SNR1.8e+03
SNR dB6e+01 dB
Dynamic range0.63
Smoothness0.003526
Saturated0.0%
X-outliers839

Integrity & artefacts

NaN ratio0.00%
Inf count0
Zero ratio0.00%
Spike count16,136
Spike rate6.31%
Jump count3,993
Jump rate1.55%
Clip fraction0.00%

Shape & reference

Baseline slope-0.56517
Curvature RMS0.0034567
D1 RMS0.015147
RMS to mean0.028612
RMS p950.069466
SAM to mean0.018983
SAM p950.047382
Affine offset p950.11049
Affine gain p95 Δ0.099355
Affine residual p950.013675
Xcorr lag p950

Outliers & repeatability

PCA Q p95/median3.9
Hotelling T2 p95/median4.4
Mahalanobis H p95/median2.1
Repeat groups0

Dimensionality (PCA)

Effective rank1.4
PCs → 95% var2
PCs → 99% var3
Top-10 cum. var100.0%
Computed metric scores 29worst 1.00
FamilleMétrique calculéeValeurScoreNiveauInterprétation datasetCauses typiquesCalcul / scoring
Intégrité des donnéesNaN ratiointegrity.nan_ratio0%0.00faibleSpectre completErreur acquisition/exportcount(isnan(X)) / X.sizealert = min(1, nan_ratio / 0.05)
Intégrité des donnéesInf countintegrity.inf_count00.00faibleNormalCalculs invalidescount(isinf(X))alert = min(1, inf_count / 1)
Intégrité des donnéesZero ratiointegrity.zero_ratio0%0.00faibleNormalExport, saturationcount(X == 0) / count(finite X)alert = min(1, zero_ratio / 0.05)
Amplitude globaleMean reflectanceamplitude.mean_reflectance0.689111.00fortValeur atypique: Trop clair / fond visible ou Trop sombreFond, géométriemean(X finite)alert reuses baseline/shape drift because absolute reflectance ranges are technology-dependent
Amplitude globaleArea under curveamplitude.area_under_curve529.591.00fortValeur atypique: Différence d'éclairement ou NormalDistance sondetrapezoid(mean_spectrum, spectral_axis)alert reuses baseline/shape drift because area scale depends on axis and units
Amplitude globalePeak-to-peak (PTP)amplitude.peak_to_peak0.630250.00faibleVariabilité forteSaturationmax(mean_spectrum) - min(mean_spectrum)alert increases when dynamic range is abnormally flat
Amplitude globaleVarianceamplitude.variance0.046830.00faibleNormal ou hétérogèneMauvais contactvar(X finite)alert increases when variance/dynamic range is abnormally flat
BruitNoise RMSnoise.noise_rms0.000388620.01faibleStableLampe, détecteurmedian MAD(second derivative) * 1.4826 / sqrt(6)alert = noise_rms / signal_scale, saturated at 5%
BruitSNRnoise.snr1773.20.00faibleBon signalAcquisitionmean(abs(X)) / noise_rmsalert decreases with SNR dB; >=40 dB is treated as low alert
BruitBandwise SNRnoise.bandwise_snr_min762.290.00faibleZone fiableDétecteurmin(abs(mean_spectrum) / local second-derivative noise)alert decreases with worst-band SNR dB; >=35 dB is treated as low alert
Artefacts locauxSpike countartefacts.spike_count16,1361.00fortArtefactsCosmic rays, splicecount robust outliers in second derivativealert follows spike_rate, saturated at 1%
Artefacts locauxSpike rateartefacts.spike_rate6.31%1.00fortSpectre suspectInterpolationspike_count / (n_samples * (n_features - 2))alert = min(1, spike_rate / 0.01)
Artefacts locauxJump countartefacts.jump_count3,9931.00fortRaccord détecteurSplicecount robust outliers in first derivativealert follows jump_rate, saturated at 1%
Artefacts locauxJump rateartefacts.jump_rate1.55%1.00fortProblème spectralCalibrationjump_count / (n_samples * (n_features - 1))alert = min(1, jump_rate / 0.01)
Artefacts locauxClip fractionartefacts.clip_fraction0.00077%0.00faibleNormalDétecteur saturéfraction of finite cells equal to repeated min/max extremaalert = min(1, clip_fraction / 0.01)
Forme spectraleBaseline slopeshape.baseline_slope-0.565171.00fortDériveÉclairementlinear slope of mean_spectrum over normalized axisalert = abs(slope / signal_scale), saturated at 0.5
Forme spectraleCurvature RMSshape.curvature_rms0.00345670.50moyenForme inhabituelleFond, splicemedian RMS(second derivative per spectrum)alert = curvature_rms / signal_scale, saturated at 1%
Forme spectraleD1 RMSshape.d1_rms0.0151470.44moyenSpectre structuréBiologie ou artefactmedian RMS(first derivative per spectrum)alert = d1_rms / signal_scale, saturated at 5%
Outliers multivariésPCA Q (SPE)outliers.pca_q_ratio3.9360.49moyenSpectre atypiqueArtefact, mélangep95(Q/SPE residual) / median(Q/SPE residual)alert = min(1, pca_q_ratio / 8)
Outliers multivariésHotelling T²outliers.hotelling_t2_ratio4.42060.55moyenExtrême mais cohérentVariabilité naturellep95(Hotelling T2) / median(Hotelling T2)alert = min(1, hotelling_t2_ratio / 8)
Outliers multivariésMahalanobis Houtliers.mahalanobis_h_ratio2.10250.53moyenOutlier globalDomaine différentp95(sqrt(T2)) / median(sqrt(T2))alert = min(1, mahalanobis_h_ratio / 4)
Comparaison à référenceRMS to mean spectrumreference.rms_to_mean_spectrum_p950.0694660.40faibleTypiqueDomain shiftp95 RMS distance to dataset mean spectrumalert = RMS_p95 / signal_scale, saturated at 25%
Comparaison à référenceSpectral Angle Mapper (SAM)reference.sam_to_mean_spectrum_p950.0473820.14faibleSimilaireFond, géométriep95 spectral angle to dataset mean spectrumalert = min(1, SAM_p95 / 0.35 rad)
RépétabilitéRMS intra-IDrepeatability.rms_intra_id0.00faibleStablePositionnementmedian RMS distance to repeated-sample centroidalert = RMS_intra_ID / signal_scale, saturated at 10%
RépétabilitéSAM intra-IDrepeatability.sam_intra_id0.00faibleStableAcquisitionmedian SAM to repeated-sample centroidalert = min(1, SAM_intra_ID / 0.15 rad)
RépétabilitéCV intra-IDrepeatability.cv_intra_id0.00faibleStableOpérateurmedian within-ID band CValert = min(1, CV_intra_ID / 0.25)
Structure du datasetPCA score densitystructure.pca_score_density33.5390.98fortSous-populationsLots différents1 / median kNN distance in PCA score spacealert follows density_cv/profile structure complexity, not raw density alone
Structure du datasetLocal Outlier Factor (LOF)structure.local_outlier_factor_p952.95420.98fortSpectre isoléCas raresp95 approximate LOF from PCA-score kNN distancesalert = min(1, max(0, LOF_p95 - 1) / 2)
Structure du datasetIsolation Forest scorestructure.isolation_forest_score_p950.581170.98fortSpectre atypiqueDiverses causesp95 IsolationForest anomaly score on PCA scoresalert follows structure complexity; raw score is implementation-dependent
X1 PCA score plot-2-1012-1.0-0.50.00.51.0PC1 -0.4539 · PC2 0.1264PC1 -0.2614 · PC2 0.01307PC1 -0.4299 · PC2 -0.1319PC1 -0.1815 · PC2 0.08625PC1 -0.3819 · PC2 0.01171PC1 -0.006113 · PC2 0.07038PC1 -0.3822 · PC2 0.1631PC1 -0.05056 · PC2 0.1242PC1 -0.4318 · PC2 0.07985PC1 -0.3129 · PC2 -0.1222PC1 -0.404 · PC2 -0.07039PC1 -0.5395 · PC2 -0.1418PC1 -0.3764 · PC2 -0.01281PC1 0.1394 · PC2 0.01743PC1 -0.6954 · PC2 -0.04169PC1 -0.2442 · PC2 0.09301PC1 -0.3251 · PC2 -0.1378PC1 0.05778 · PC2 0.07924PC1 -0.4575 · PC2 -0.05359PC1 -0.406 · PC2 0.007453PC1 -0.3278 · PC2 -0.08478PC1 -0.9372 · PC2 -0.5182PC1 -0.4987 · PC2 -0.07938PC1 -0.2185 · PC2 0.09432PC1 -0.2181 · PC2 0.04683PC1 0.6139 · PC2 -0.01542PC1 -0.286 · PC2 -0.02826PC1 0.0579 · PC2 0.1111PC1 -0.4442 · PC2 -0.01256PC1 -0.4653 · PC2 -0.09337PC1 -0.5828 · PC2 -0.002263PC1 -0.02143 · PC2 -0.01517PC1 -0.1599 · PC2 0.07274PC1 -0.6405 · PC2 0.05342PC1 -0.4313 · PC2 -0.3414PC1 -0.3289 · PC2 0.08489PC1 -0.4975 · PC2 0.03248PC1 -0.3215 · PC2 -0.009051PC1 -0.1822 · PC2 0.02412PC1 0.0208 · PC2 -0.05847PC1 -0.1071 · PC2 0.041PC1 -0.3372 · PC2 0.0983PC1 -0.2895 · PC2 0.005942PC1 -0.1583 · PC2 -0.0006638PC1 -0.24 · PC2 0.1269PC1 -0.453 · PC2 -0.001307PC1 -0.7527 · PC2 -0.1887PC1 -0.1659 · PC2 0.03608PC1 -0.3165 · PC2 0.009318PC1 -0.1554 · PC2 0.039PC1 -0.1268 · PC2 0.05478PC1 -0.732 · PC2 -0.07912PC1 -0.7259 · PC2 -0.1588PC1 -0.3673 · PC2 0.05224PC1 -0.3405 · PC2 0.08131PC1 0.06159 · PC2 -0.03653PC1 -0.156 · PC2 0.03472PC1 -0.2855 · PC2 -0.01302PC1 -0.5686 · PC2 -0.1129PC1 -0.3434 · PC2 -0.009497PC1 -0.5068 · PC2 0.01148PC1 0.03336 · PC2 0.0324PC1 -0.3361 · PC2 -0.09097PC1 -0.3389 · PC2 0.07394PC1 -0.224 · PC2 -0.01457PC1 -0.3712 · PC2 0.01119PC1 -0.08104 · PC2 0.08771PC1 -0.07631 · PC2 -0.05205PC1 0.1536 · PC2 0.1008PC1 -0.4071 · PC2 0.1151PC1 -0.04388 · PC2 0.0662PC1 0.04985 · PC2 0.1266PC1 -0.08888 · PC2 0.07069PC1 -0.6241 · PC2 -0.2099PC1 -0.3208 · PC2 0.03029PC1 -0.2206 · PC2 0.06572PC1 -0.3067 · PC2 0.08494PC1 -0.2633 · PC2 -0.01815PC1 0.2007 · PC2 -0.001079PC1 -0.508 · PC2 -0.01978PC1 -0.3402 · PC2 -0.1549PC1 0.7083 · PC2 -0.06599PC1 -0.5577 · PC2 -0.02892PC1 -0.4683 · PC2 0.1534PC1 -0.2073 · PC2 0.05377PC1 -0.06386 · PC2 0.1306PC1 -0.8045 · PC2 -0.0185PC1 -0.4962 · PC2 0.01923PC1 -0.7671 · PC2 -0.09981PC1 -0.4053 · PC2 -0.2145PC1 -0.8357 · PC2 -0.1968PC1 0.02461 · PC2 0.02677PC1 -0.2964 · PC2 -0.2481PC1 0.1145 · PC2 0.1127PC1 -0.2119 · PC2 0.03863PC1 -0.1731 · PC2 0.02218PC1 -0.12 · PC2 -0.04938PC1 -0.4713 · PC2 -0.09248PC1 0.2937 · PC2 0.07622PC1 -0.5914 · PC2 0.09791PC1 -0.3302 · PC2 0.03968PC1 -0.4576 · PC2 0.05752PC1 -0.1744 · PC2 -0.02072PC1 -0.4239 · PC2 -0.07769PC1 -0.02561 · PC2 -0.09206PC1 -0.5475 · PC2 0.004725PC1 -0.3202 · PC2 0.0911PC1 -0.4183 · PC2 0.01149PC1 -0.3797 · PC2 0.167PC1 -0.1917 · PC2 -0.0417PC1 -0.4399 · PC2 0.03197PC1 -0.6961 · PC2 0.03265PC1 -0.3061 · PC2 0.0319PC1 -0.2536 · PC2 -0.01322PC1 0.01375 · PC2 0.06209PC1 -0.08608 · PC2 0.0381PC1 -0.8368 · PC2 -0.01571PC1 -0.5595 · PC2 -0.1439PC1 -0.6022 · PC2 0.002598PC1 -0.4274 · PC2 -0.008586PC1 0.5133 · PC2 0.09113PC1 -0.1785 · PC2 0.1626PC1 -0.4819 · PC2 0.08032PC1 -0.7694 · PC2 -0.2749PC1 -0.01476 · PC2 0.05468PC1 -0.2493 · PC2 0.0955PC1 -0.2413 · PC2 -0.02142PC1 -0.6401 · PC2 -0.2069PC1 0.4036 · PC2 0.05551PC1 -0.4853 · PC2 -0.178PC1 0.09683 · PC2 -0.06641PC1 -0.541 · PC2 -0.03571PC1 -0.3656 · PC2 0.008929PC1 -0.2348 · PC2 -0.06528PC1 -0.4087 · PC2 -0.08234PC1 -0.4202 · PC2 -0.02504PC1 -0.5931 · PC2 -0.07675PC1 -0.3147 · PC2 -0.03969PC1 -0.5827 · PC2 -0.1055PC1 0.1511 · PC2 0.05814PC1 0.5246 · PC2 0.1417PC1 -0.2665 · PC2 -0.0178PC1 -0.3776 · PC2 -0.1704PC1 -0.1334 · PC2 0.0782PC1 -0.3052 · PC2 0.12PC1 -0.5107 · PC2 -0.06511PC1 -0.8062 · PC2 -0.388PC1 -1.006 · PC2 -0.2137PC1 -0.4444 · PC2 -0.05084PC1 -0.1433 · PC2 0.1131PC1 -0.205 · PC2 0.05481PC1 -0.4506 · PC2 0.2055PC1 -0.2074 · PC2 0.02997PC1 -0.4624 · PC2 0.0565PC1 -0.3283 · PC2 -0.03124PC1 -0.4444 · PC2 0.005863PC1 -0.337 · PC2 -0.1224PC1 -0.5709 · PC2 -0.103PC1 -0.3863 · PC2 -0.002259PC1 -0.8787 · PC2 -0.2523PC1 0.03499 · PC2 0.07128PC1 -0.6282 · PC2 -0.02282PC1 -0.5935 · PC2 -0.1036PC1 -0.5458 · PC2 -0.1385PC1 -0.7973 · PC2 -0.07374PC1 -0.3064 · PC2 -0.04059PC1 -0.5321 · PC2 0.01109PC1 -0.1402 · PC2 -0.1126PC1 -0.05154 · PC2 0.06236PC1 -0.7125 · PC2 -0.278PC1 0.02779 · PC2 -0.03783PC1 -0.3415 · PC2 0.03217PC1 -0.2311 · PC2 -0.1057PC1 -0.4669 · PC2 0.2161PC1 -0.4408 · PC2 0.0485PC1 -0.1696 · PC2 0.06757PC1 -0.5982 · PC2 -0.03955PC1 -0.1677 · PC2 0.0448PC1 0.157 · PC2 0.07106PC1 -0.4642 · PC2 0.01186PC1 -0.5821 · PC2 0.0477PC1 -0.05583 · PC2 -0.03305PC1 -0.8478 · PC2 -0.04107PC1 -0.09887 · PC2 0.0727PC1 -0.1429 · PC2 0.09608PC1 -0.01787 · PC2 0.08517PC1 -0.5226 · PC2 0.03974PC1 -0.3659 · PC2 0.02556PC1 -0.05799 · PC2 0.1411PC1 -0.6022 · PC2 -0.2573PC1 -0.3326 · PC2 0.07939PC1 -0.2286 · PC2 -0.1354PC1 -0.7549 · PC2 0.003299PC1 -0.2584 · PC2 0.008334PC1 -0.06536 · PC2 -0.06122PC1 -0.413 · PC2 0.03029PC1 -0.4188 · PC2 -0.04058PC1 -0.3332 · PC2 -0.06528PC1 -0.4795 · PC2 -0.2897PC1 -0.185 · PC2 0.01854PC1 -0.5694 · PC2 -0.04308PC1 -0.1486 · PC2 0.1181PC1 -0.2788 · PC2 0.04291PC1 -0.4789 · PC2 -0.09265PC1 0.3179 · PC2 -0.1145PC1 -0.03557 · PC2 0.1257PC1 -0.459 · PC2 -0.03431PC1 -0.3994 · PC2 -0.04416PC1 -0.2114 · PC2 0.1228PC1 -0.3423 · PC2 0.03935PC1 -0.642 · PC2 -0.04066PC1 -0.5508 · PC2 -0.1067PC1 -0.6298 · PC2 0.1838PC1 0.0174 · PC2 0.17PC1 0.04672 · PC2 0.07634PC1 -0.3375 · PC2 0.04867PC1 0.05467 · PC2 -0.03807PC1 0.4656 · PC2 0.1071PC1 0.2612 · PC2 0.09178PC1 0.25 · PC2 -0.1231PC1 0.1842 · PC2 0.02377PC1 0.1456 · PC2 -0.001942PC1 0.01397 · PC2 -0.07576PC1 0.1372 · PC2 -0.1019PC1 0.05469 · PC2 0.05863PC1 0.2622 · PC2 0.2364PC1 -0.5747 · PC2 -0.04795PC1 0.1263 · PC2 0.0584PC1 0.3252 · PC2 -0.03689PC1 0.7788 · PC2 -0.1615PC1 0.2912 · PC2 0.2426PC1 -0.09258 · PC2 0.03027PC1 0.303 · PC2 0.07095PC1 0.4617 · PC2 -0.1461PC1 0.8018 · PC2 -0.1465PC1 -0.6523 · PC2 0.2682PC1 -0.0981 · PC2 0.0131PC1 0.5376 · PC2 0.02451PC1 -0.1364 · PC2 0.07076PC1 -0.3772 · PC2 -0.1248PC1 0.1162 · PC2 0.04122PC1 -0.2274 · PC2 0.01934PC1 0.3638 · PC2 0.06769PC1 0.003621 · PC2 -0.04197PC1 -0.2767 · PC2 0.1707PC1 0.4217 · PC2 0.003237PC1 0.09985 · PC2 -0.1116PC1 0.04408 · PC2 0.01488PC1 0.1991 · PC2 0.002765PC1 0.1053 · PC2 0.05135PC1 -0.1913 · PC2 -0.00539PC1 0.7737 · PC2 -0.1418PC1 -0.002575 · PC2 0.05206PC1 -0.3915 · PC2 -0.007246PC1 0.3246 · PC2 0.04939PC1 -0.08819 · PC2 -0.2647PC1 -0.1273 · PC2 -0.238PC1 0.1116 · PC2 0.03948PC1 -0.1272 · PC2 0.1709PC1 0.1471 · PC2 -0.01834PC1 -0.05517 · PC2 0.06388PC1 0.163 · PC2 -0.1181PC1 -0.02015 · PC2 -0.04837PC1 0.3784 · PC2 -0.05624PC1 0.1064 · PC2 0.05284PC1 0.119 · PC2 0.1616PC1 -0.2289 · PC2 -0.208PC1 0.5652 · PC2 -0.09115PC1 0.9751 · PC2 -0.01589PC1 0.2283 · PC2 0.1163PC1 0.1172 · PC2 -0.1807PC1 0.1875 · PC2 -0.005146PC1 -0.3989 · PC2 -0.0668PC1 0.4883 · PC2 0.01658PC1 0.05798 · PC2 -0.3078PC1 -0.0647 · PC2 0.1812PC1 0.4981 · PC2 0.171PC1 0.11 · PC2 0.1603PC1 0.962 · PC2 -0.2438PC1 0.05146 · PC2 0.1783PC1 0.66 · PC2 0.002127PC1 0.4807 · PC2 -0.1444PC1 0.6173 · PC2 -0.09385PC1 0.56 · PC2 0.08922PC1 0.5888 · PC2 0.0195PC1 0.7152 · PC2 -0.1653PC1 0.04905 · PC2 0.06055PC1 0.01735 · PC2 0.162PC1 0.4271 · PC2 -0.03682PC1 0.1956 · PC2 0.1767PC1 0.4174 · PC2 0.1639PC1 -0.07959 · PC2 -0.07135PC1 0.5679 · PC2 -0.02197PC1 0.5535 · PC2 -0.05228PC1 -0.06984 · PC2 -0.1872PC1 0.5755 · PC2 0.003308PC1 0.8419 · PC2 0.002328PC1 0.222 · PC2 -0.2482PC1 0.07104 · PC2 0.07444PC1 0.02739 · PC2 0.02556PC1 -0.2095 · PC2 0.06331PC1 0.01536 · PC2 0.1071PC1 -0.3984 · PC2 -0.1363PC1 0.3484 · PC2 0.08396PC1 0.01746 · PC2 0.15PC1 -0.03837 · PC2 0.1678PC1 -0.1761 · PC2 0.1732PC1 -0.5464 · PC2 0.0652PC1 -0.2183 · PC2 -0.06641PC1 1.111 · PC2 -0.08194PC1 0.1137 · PC2 0.03439PC1 0.03028 · PC2 0.1335PC1 0.1275 · PC2 0.1367PC1 0.0232 · PC2 0.03463PC1 0.6409 · PC2 -0.1513PC1 0.4788 · PC2 -0.1887PC1 0.3577 · PC2 0.09138PC1 0.3966 · PC2 0.115PC1 0.5453 · PC2 -0.04832PC1 0.6267 · PC2 0.08726PC1 0.2092 · PC2 0.1479PC1 0.05218 · PC2 0.144PC1 0.2182 · PC2 -0.1462PC1 -0.4029 · PC2 0.08584PC1 -0.7046 · PC2 -0.2558PC1 0.2231 · PC2 -0.1637PC1 0.3711 · PC2 -0.05425PC1 0.3666 · PC2 0.146PC1 0.1866 · PC2 0.1485PC1 -0.2849 · PC2 0.2088PC1 -0.1947 · PC2 -0.02532PC1 -0.221 · PC2 -0.0232PC1 0.1138 · PC2 0.03756PC1 -0.6106 · PC2 0.2615PC1 -0.3845 · PC2 0.08744PC1 0.2648 · PC2 -0.05695PC1 0.1029 · PC2 -0.179PC1 0.466 · PC2 -0.06099PC1 0.0645 · PC2 0.04847PC1 0.7113 · PC2 0.04046PC1 0.3993 · PC2 -0.02971PC1 -0.01559 · PC2 0.1428PC1 0.5425 · PC2 -0.1084PC1 -0.08342 · PC2 0.2145PC1 -0.408 · PC2 -0.005429PC1 -0.03214 · PC2 0.1713PC1 0.2393 · PC2 0.2278PC1 0.1946 · PC2 0.199PC1 0.3983 · PC2 0.0697PC1 0.6833 · PC2 -0.03151PC1 0.2491 · PC2 0.04128PC1 -0.2309 · PC2 0.1352PC1 -0.8603 · PC2 -0.03249PC1 0.2444 · PC2 -0.2294PC1 0.7878 · PC2 0.009968PC1 -0.1697 · PC2 0.0386PC1 -0.2231 · PC2 0.1959PC1 -0.1672 · PC2 0.2223PC1 -0.1969 · PC2 0.1209PC1 -0.07535 · PC2 0.1619PC1 -0.4639 · PC2 -0.04423PC1 0.1559 · PC2 0.05794PC1 0.1946 · PC2 -0.0698PC1 -0.01623 · PC2 0.1494PC1 -0.2747 · PC2 0.1352PC1 -0.1443 · PC2 -0.0771PC1 -0.07688 · PC2 -0.3164PC1 0.07327 · PC2 -0.02259PC1 0.3976 · PC2 -0.09005PC1 0.3141 · PC2 0.03382PC1 -0.167 · PC2 0.03712PC1 0.211 · PC2 0.0882PC1 -0.403 · PC2 -0.01988PC1 0.1747 · PC2 0.07513PC1 0.1049 · PC2 0.103PC1 0.3884 · PC2 0.008609PC1 1.269 · PC2 -0.1639PC1 0.1346 · PC2 0.03826PC1 -0.5823 · PC2 -0.1442PC1 -0.318 · PC2 0.067PC1 -0.03762 · PC2 0.1055PC1 0.3812 · PC2 -0.1387PC1 -0.4896 · PC2 -0.1173PC1 0.2196 · PC2 0.009728PC1 0.5363 · PC2 -0.07005PC1 -0.2432 · PC2 -0.1371PC1 0.1045 · PC2 0.1849PC1 0.6097 · PC2 -0.03642PC1 0.3095 · PC2 0.04277PC1 0.1257 · PC2 -0.06838PC1 0.3131 · PC2 -0.1091PC1 -0.4892 · PC2 -0.1188PC1 0.6462 · PC2 -0.1908PC1 0.07436 · PC2 -0.07205PC1 -0.3746 · PC2 -0.07858PC1 0.04347 · PC2 -0.2796PC1 0.5143 · PC2 -0.3775PC1 0.4006 · PC2 0.05003PC1 0.1971 · PC2 -0.1923PC1 0.3218 · PC2 -0.1131PC1 0.01431 · PC2 -0.06317PC1 0.2563 · PC2 -0.03489PC1 0.2546 · PC2 0.02723PC1 0.2795 · PC2 0.1893PC1 0.7954 · PC2 -0.187PC1 -0.3233 · PC2 -0.1007PC1 -0.3428 · PC2 0.003543PC1 -0.3166 · PC2 0.03456PC1 0.5088 · PC2 0.05812PC1 0.2793 · PC2 -0.04718PC1 -0.4895 · PC2 -0.09021PC1 -0.3976 · PC2 0.08126PC1 -0.503 · PC2 -0.1599PC1 0.1777 · PC2 -0.2524PC1 0.4066 · PC2 -0.01386PC1 -0.6627 · PC2 0.1753PC1 -0.07785 · PC2 0.2441PC1 0.3669 · PC2 -0.04416PC1 0.09853 · PC2 0.1636PC1 0.5086 · PC2 -0.1941PC1 0.2877 · PC2 0.08742PC1 0.8318 · PC2 -0.04811PC1 0.3972 · PC2 0.08147PC1 -0.1229 · PC2 0.163PC1 -0.09143 · PC2 0.06333PC1 0.2664 · PC2 0.1722PC1 -0.318 · PC2 0.0266PC1 0.6105 · PC2 -0.09995PC1 0.421 · PC2 -0.1275PC1 -0.04081 · PC2 -0.1357PC1 0.1178 · PC2 -0.06616PC1 0.3486 · PC2 0.04549PC1 0.285 · PC2 0.07107PC1 -0.2997 · PC2 0.3177PC1 -0.5794 · PC2 0.1558PC1 -0.2993 · PC2 -0.001048PC1 -0.1152 · PC2 -0.1044PC1 0.05415 · PC2 0.01141PC1 -0.2203 · PC2 -0.2478PC1 -0.08216 · PC2 0.08486PC1 0.6747 · PC2 0.1448PC1 0.7481 · PC2 -0.03457PC1 0.7556 · PC2 -0.09875PC1 0.7953 · PC2 -0.1625PC1 0.3619 · PC2 0.09705PC1 0.8211 · PC2 -0.0331PC1 0.7688 · PC2 0.03495PC1 0.3834 · PC2 -0.06963PC1 -0.3944 · PC2 -0.01322PC1 -0.07205 · PC2 0.05628PC1 0.05489 · PC2 -0.3017PC1 0.06323 · PC2 -0.243PC1 0.7124 · PC2 -0.2479PC1 0.09278 · PC2 0.1377PC1 0.3475 · PC2 0.1111PC1 0.4661 · PC2 -0.1306PC1 -0.3927 · PC2 0.2401PC1 -0.3117 · PC2 0.0207PC1 -0.179 · PC2 0.08261PC1 -0.00754 · PC2 -0.00914PC1 0.1035 · PC2 0.07456PC1 0.3646 · PC2 -0.09196PC1 -0.1268 · PC2 0.08741PC1 0.2238 · PC2 0.03966PC1 0.4365 · PC2 0.1249PC1 0.6908 · PC2 -0.02627PC1 0.5586 · PC2 -0.03468PC1 -0.4465 · PC2 -0.01838PC1 -0.3351 · PC2 0.1038PC1 0.4614 · PC2 -0.0003586PC1 0.403 · PC2 0.04173PC1 0.5251 · PC2 0.00524PC1 -0.3268 · PC2 0.2024PC1 -0.229 · PC2 0.04549PC1 -0.225 · PC2 0.2807PC1 0.2545 · PC2 -0.1657PC1 -0.06716 · PC2 0.108PC1 -0.4439 · PC2 0.1811PC1 -0.2255 · PC2 -0.004166PC1 -0.0002158 · PC2 -0.1197PC1 -0.3676 · PC2 -0.1144PC1 0.4421 · PC2 0.2085PC1 0.04101 · PC2 0.1751PC1 -0.1309 · PC2 -0.01365PC1 -0.2719 · PC2 0.1305PC1 -0.1008 · PC2 -0.1057PC1 0.4214 · PC2 0.1174PC1 0.9108 · PC2 -0.05018PC1 -0.08999 · PC2 0.1353PC1 -0.1773 · PC2 -0.06738PC1 -0.2431 · PC2 -0.08536PC1 -0.3253 · PC2 0.08166PC1 -0.1989 · PC2 0.1415PC1 -0.3157 · PC2 0.00714PC1 -0.08157 · PC2 0.09146PC1 0.258 · PC2 -0.1236PC1 0.185 · PC2 -0.2978PC1 0.5634 · PC2 -0.0887PC1 0.02799 · PC2 -0.0763PC1 0.2256 · PC2 -0.015PC1 0.04864 · PC2 0.172PC1 -0.2347 · PC2 0.05676PC1 -0.1464 · PC2 -0.02922PC1 -0.371 · PC2 -0.1372PC1 0.3367 · PC2 0.08134PC1 0.2286 · PC2 0.06346PC1 -0.1619 · PC2 0.03179PC1 0.4033 · PC2 -0.008936PC1 -0.09611 · PC2 0.06645PC1 -0.01829 · PC2 0.06458PC1 0.501 · PC2 -0.1198PC1 0.4054 · PC2 -0.09332PC1 0.7908 · PC2 0.106PC1 0.5423 · PC2 -0.05688PC1 -0.004009 · PC2 0.03436PC1 0.8438 · PC2 -0.2628PC1 0.09105 · PC2 0.08726PC1 0.15 · PC2 0.09574PC1 -0.3355 · PC2 -0.09424PC1 -0.1914 · PC2 0.009214PC1 -0.1474 · PC2 -0.1508PC1 0.2579 · PC2 0.04974PC1 0.574 · PC2 0.02088PC1 0.3307 · PC2 -0.02506PC1 1.141 · PC2 -0.1532PC1 0.1096 · PC2 -0.2902PC1 -0.3051 · PC2 -0.09277PC1 0.9641 · PC2 -0.01133PC1 -0.2635 · PC2 -0.2161PC1 0.005321 · PC2 0.0667PC1 0.1086 · PC2 0.1478PC1 0.02823 · PC2 0.05121PC1 0.0801 · PC2 0.03405PC1 0.4746 · PC2 0.0398PC1 0.6713 · PC2 0.03191PC1 0.6943 · PC2 -0.1432PC1 0.08954 · PC2 0.3178PC1 -0.2253 · PC2 0.1467PC1 0.1097 · PC2 0.058PC1 0.1031 · PC2 0.2198PC1 -0.2242 · PC2 0.2872PC1 -0.3439 · PC2 0.2025PC1 0.108 · PC2 0.1513PC1 0.03851 · PC2 0.1851PC1 -0.3547 · PC2 -0.0303PC1 -0.2356 · PC2 0.1664PC1 -0.5862 · PC2 0.03535PC1 0.05415 · PC2 0.1216PC1 0.2138 · PC2 0.1113PC1 -0.1311 · PC2 -0.09875PC1 0.7853 · PC2 -0.105PC1 -0.3915 · PC2 0.07781PC1 0.01223 · PC2 0.1484PC1 0.8929 · PC2 0.01189PC1 0.2938 · PC2 -0.02844PC1 -0.2205 · PC2 -0.06358PC1 -0.05033 · PC2 0.123PC1 0.1272 · PC2 -0.2195PC1 0.4152 · PC2 -0.1828PC1 0.6592 · PC2 -0.1681PC1 -0.4347 · PC2 0.006637PC1 0.1331 · PC2 -0.02616PC1 0.1527 · PC2 -0.04186PC1 0.1006 · PC2 0.0152PC1 0.04276 · PC2 0.1726PC1 0.1208 · PC2 0.1933PC1 0.2101 · PC2 0.2319PC1 -0.04073 · PC2 0.1511PC1 0.411 · PC2 -0.05199PC1 0.006932 · PC2 -0.09643PC1 0.4415 · PC2 0.08456PC1 0.6483 · PC2 -0.1143PC1 0.2307 · PC2 0.06826PC1 -0.3008 · PC2 0.02221PC1 -0.1173 · PC2 0.1602PC1 0.006293 · PC2 0.0002954PC1 -0.1786 · PC2 -0.03874PC1 -0.5014 · PC2 0.07224PC1 -0.08067 · PC2 0.1828PC1 0.01919 · PC2 0.04206PC1 -0.3343 · PC2 0.05302PC1 -0.01368 · PC2 0.2047PC1 0.6652 · PC2 0.1404PC1 -0.1592 · PC2 0.1425PC1 0.3121 · PC2 0.0727PC1 1.154 · PC2 -0.03768PC1 -0.5067 · PC2 0.01451PC1 0.5747 · PC2 -0.1223PC1 -0.09908 · PC2 -0.09728PC1 0.3073 · PC2 0.08405PC1 -0.5802 · PC2 0.123PC1 -0.4022 · PC2 0.05896PC1 0.2166 · PC2 0.09359PC1 0.007726 · PC2 0.1364PC1 0.2422 · PC2 -0.2769PC1 0.3889 · PC2 -0.1363PC1 0.02811 · PC2 -0.0735PC1 0.2147 · PC2 0.05764PC1 -0.405 · PC2 0.008169PC1 -0.02881 · PC2 0.2026PC1 0.04945 · PC2 0.2079PC1 -0.4313 · PC2 0.04189PC1 0.3201 · PC2 -0.0799PC1 -0.2277 · PC2 -0.01658PC1 -0.1395 · PC2 0.1351PC1 0.6837 · PC2 0.002532PC1 0.1117 · PC2 0.002099PC1 0.2248 · PC2 0.05426PC1 -0.3138 · PC2 0.02855PC1 -0.1034 · PC2 -0.1837PC1 0.1576 · PC2 -0.05136PC1 -0.5861 · PC2 -0.202PC1 -0.3389 · PC2 0.1576PC1 -0.377 · PC2 0.1893PC1 -1.071 · PC2 -0.2588PC1 0.03735 · PC2 0.01564PC1 0.3901 · PC2 -0.03184PC1 0.03771 · PC2 0.09207PC1 -0.1097 · PC2 0.1138PC1 0.08985 · PC2 0.0795PC1 0.2366 · PC2 -0.1481PC1 0.2768 · PC2 0.06999PC1 0.1133 · PC2 0.08971PC1 -0.09093 · PC2 -0.1143PC1 0.489 · PC2 -0.0349PC1 -0.4997 · PC2 0.1379PC1 -0.4489 · PC2 0.09104PC1 -0.03192 · PC2 0.08405PC1 0.4178 · PC2 -0.1194PC1 -0.2377 · PC2 0.1284PC1 0.1088 · PC2 0.1264PC1 0.3405 · PC2 -0.03743PC1 0.4648 · PC2 -0.02867PC1 0.3969 · PC2 -0.05967PC1 0.2029 · PC2 -0.2799PC1 -0.2338 · PC2 0.002536PC1 0.7428 · PC2 0.01935PC1 0.05244 · PC2 -0.06223PC1 0.2494 · PC2 -0.1371PC1 -0.05238 · PC2 -0.2001PC1 -0.1894 · PC2 0.07423PC1 -0.2565 · PC2 0.001003PC1 0.04244 · PC2 0.05332PC1 -0.07179 · PC2 -0.002796PC1 0.05578 · PC2 -0.05068PC1 -0.5405 · PC2 0.2528PC1 -0.6485 · PC2 0.04896PC1 0.6167 · PC2 -0.08879PC1 0.1696 · PC2 0.07099PC1 0.374 · PC2 -0.05756PC1 0.4271 · PC2 -0.008633PC1 0.1496 · PC2 0.1032PC1 0.6371 · PC2 -0.01689PC1 0.2121 · PC2 0.1956PC1 0.4836 · PC2 -0.3231PC1 -0.044 · PC2 0.06612PC1 0.01196 · PC2 0.193PC1 -0.3885 · PC2 0.04829PC1 0.4388 · PC2 0.08372PC1 0.0819 · PC2 -0.05972PC1 0.1399 · PC2 -0.1929PC1 0.3275 · PC2 0.1212PC1 0.7576 · PC2 0.07605PC1 0.307 · PC2 -0.09784PC1 -0.06543 · PC2 0.02554PC1 -0.6025 · PC2 -0.1867PC1 0.07888 · PC2 -0.1253PC1 0.2259 · PC2 -0.02864PC1 0.1158 · PC2 -0.03499PC1 0.5402 · PC2 0.008708PC1 -0.01879 · PC2 -0.007048PC1 -0.3729 · PC2 0.01742PC1 0.1884 · PC2 -0.1372PC1 0.1857 · PC2 -0.04596PC1 -0.3182 · PC2 -0.02808PC1 0.4389 · PC2 -0.02292PC1 -0.2367 · PC2 0.09836PC1 -0.5432 · PC2 -0.1018PC1 -0.03414 · PC2 -0.01214PC1 -0.5357 · PC2 0.06385PC1 0.455 · PC2 0.05586PC1 -0.1692 · PC2 -0.1215PC1 0.2036 · PC2 -0.1548PC1 -0.02895 · PC2 0.07021PC1 -0.1167 · PC2 -0.01783PC1 1.025 · PC2 -0.06025PC1 0.6252 · PC2 0.06471PC1 0.4114 · PC2 0.1206PC1 0.1115 · PC2 0.09409PC1 -0.09015 · PC2 0.02293PC1 0.2171 · PC2 0.07682PC1 0.231 · PC2 -0.1972PC1 0.06827 · PC2 -0.08751PC1 0.004237 · PC2 0.02199PC1 0.1386 · PC2 -0.02341PC1 -0.0196 · PC2 -0.5045PC1 -0.0665 · PC2 -0.01212PC1 -0.2208 · PC2 -0.2909PC1 0.2136 · PC2 -0.1201PC1 0.1995 · PC2 0.1129PC1 -0.3132 · PC2 0.003388PC1 0.1905 · PC2 0.03551PC1 -0.2002 · PC2 -0.1085PC1 0.2388 · PC2 0.1465PC1 0.2904 · PC2 -0.05256PC1 -0.004155 · PC2 0.08397PC1 0.2171 · PC2 0.07784PC1 0.2547 · PC2 -0.1861PC1 -0.4672 · PC2 0.1024PC1 0.374 · PC2 0.08054PC1 0.1137 · PC2 0.1146PC1 -0.2127 · PC2 -0.1572PC1 0.3824 · PC2 -0.03224PC1 0.2564 · PC2 0.1228PC1 0.1666 · PC2 0.02611PC1 0.2374 · PC2 -0.1614PC1 0.3045 · PC2 0.001092PC1 -0.05584 · PC2 0.1331PC1 0.3066 · PC2 -0.2116PC1 -0.488 · PC2 0.03417PC1 -0.08703 · PC2 -0.08141PC1 -0.04678 · PC2 0.02843PC1 -0.6197 · PC2 0.01174PC1 -0.1923 · PC2 0.1189PC1 -0.1615 · PC2 -0.08041PC1 -0.3482 · PC2 -0.1653PC1 0.4852 · PC2 -0.3301PC1 -0.1631 · PC2 0.01725PC1 0.174 · PC2 0.1594PC1 0.2088 · PC2 0.1007PC1 0.4021 · PC2 -0.01956PC1 0.4994 · PC2 -0.08114PC1 -0.2617 · PC2 -0.0101PC1 0.5385 · PC2 0.01545PC1 0.04059 · PC2 0.06271PC1 0.13 · PC2 -0.06361PC1 -0.09641 · PC2 0.04556PC1 0.8838 · PC2 -0.09478PC1 0.196 · PC2 -0.1795PC1 0.345 · PC2 0.05456PC1 0.426 · PC2 -0.1127PC1 -0.0962 · PC2 -0.02374PC1 0.7746 · PC2 -0.08581PC1 -0.03836 · PC2 0.05105PC1 -0.1162 · PC2 -0.1146PC1 0.9453 · PC2 -0.02414PC1 0.1739 · PC2 0.09185PC1 -0.04207 · PC2 0.1028PC1 -0.7021 · PC2 -0.1613PC1 -0.3586 · PC2 0.05287PC1 0.2385 · PC2 0.024PC1 0.3655 · PC2 -7.932e-05PC1 0.1869 · PC2 0.141PC1 0.4346 · PC2 -0.2577PC1 0.05432 · PC2 -0.03794PC1 0.1361 · PC2 0.002402PC1 -0.1176 · PC2 0.1772PC1 -0.06405 · PC2 -0.1591PC1 -0.3971 · PC2 0.1577PC1 -0.5987 · PC2 -0.103PC1 0.05385 · PC2 -0.06021PC1 0.542 · PC2 0.03038PC1 0.4319 · PC2 0.01295PC1 -0.04538 · PC2 0.05798PC1 0.3817 · PC2 -0.1664PC1 0.303 · PC2 0.03821PC1 0.7336 · PC2 -0.08285PC1 -0.3078 · PC2 0.03276PC1 0.1281 · PC2 0.1297PC1 1.849 · PC2 0.6793PC1 -0.03727 · PC2 0.07203PC1 0.04741 · PC2 0.007345PC1 0.2778 · PC2 -0.1114PC1 -0.1974 · PC2 0.1346PC1 0.02347 · PC2 -0.0394PC1 0.269 · PC2 -0.01849PC1 -0.02696 · PC2 -0.00827PC1 0.4916 · PC2 -0.02009PC1 0.4935 · PC2 -0.02177PC1 0.08262 · PC2 -0.198PC1 0.7167 · PC2 0.03063PC1 0.2157 · PC2 0.01215PC1 0.1227 · PC2 -0.1013PC1 0.4251 · PC2 -0.206PC1 -0.4527 · PC2 0.1274PC1 0.07835 · PC2 0.01503PC1 0.3487 · PC2 -0.04681PC1 0.2431 · PC2 -0.01919PC1 0.1143 · PC2 -0.2674PC1 -0.08479 · PC2 -0.01357PC1 -0.2973 · PC2 -0.03895PC1 -0.396 · PC2 -0.1979PC1 0.3393 · PC2 -0.1178PC1 0.5583 · PC2 0.1152PC1 0.3016 · PC2 0.01698PC1 0.5978 · PC2 -0.004145PC1 0.0878 · PC2 0.1575PC1 -0.004965 · PC2 0.1171PC1 0.4758 · PC2 0.04266PC1 0.5519 · PC2 -0.2452PC1 (90.2%)PC2 (8.7%)800 scores
PCA explained variance0%25%50%75%100%PC1: 90.4% (cumulative 90.4%)1PC2: 8.5% (cumulative 99.0%)2PC3: 0.6% (cumulative 99.5%)3PC4: 0.3% (cumulative 99.8%)4PC5: 0.1% (cumulative 99.9%)5PC6: 0.1% (cumulative 100.0%)6PC7: 0.0% (cumulative 100.0%)7PC8: 0.0% (cumulative 100.0%)8PC9: 0.0% (cumulative 100.0%)9PC10: 0.0% (cumulative 100.0%)10cumulative explained variancePC variancecumulativeprincipal component · cumulative (dashed)
X-Y spectral correlation 6
X1 · WQ spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation8001,0001,2001,4001,6001,800|r|signed raxis · Pearson correlation scale
X1 · rh_s spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation8001,0001,2001,4001,6001,800|r|signed raxis · Pearson correlation scale
X1 · rh_r spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation8001,0001,2001,4001,6001,800|r|signed raxis · Pearson correlation scale
Targetmax |r|axis @ maxmean |r||r| ≥ .5
WQ0.8591.4e+030.71285.6%
rh_s0.7391.03e+030.60976.0%
rh_r0.9179200.806100.0%
Tref0.5649950.3048.0%
Tleaf0.2749080.06830.0%
Qamb0.5499080.3962.4%

neospectra

X2 · NIR · neospectra
neospectra spectra0.00.20.40.60.81,0001,5002,0002,5003,000q05-q95 envelopeq25-q75 envelopemedian spectrummedianq25–q75q05–q95wavelength / none1350.2none — median 0.7048 (q25–q75 0.6748–0.7371)1355.1none — median 0.6918 (q25–q75 0.6605–0.7253)1360.2none — median 0.678 (q25–q75 0.6462–0.7112)1365.2none — median 0.6622 (q25–q75 0.6297–0.6964)1367.8none — median 0.6531 (q25–q75 0.6208–0.6879)1372.9none — median 0.6308 (q25–q75 0.5983–0.6667)1378none — median 0.5982 (q25–q75 0.5646–0.6353)1383.2none — median 0.5521 (q25–q75 0.5174–0.59)1388.4none — median 0.4933 (q25–q75 0.4592–0.5319)1393.7none — median 0.4295 (q25–q75 0.3969–0.4678)1396.4none — median 0.3985 (q25–q75 0.3669–0.4364)1401.7none — median 0.3445 (q25–q75 0.3147–0.3795)1407.1none — median 0.3028 (q25–q75 0.2756–0.3358)1412.5none — median 0.2755 (q25–q75 0.2502–0.3066)1417.9none — median 0.2588 (q25–q75 0.235–0.289)1423.4none — median 0.2493 (q25–q75 0.2261–0.2784)1426.2none — median 0.2462 (q25–q75 0.2232–0.2748)1431.7none — median 0.2423 (q25–q75 0.22–0.2708)1437.3none — median 0.2413 (q25–q75 0.2191–0.2701)1443none — median 0.2424 (q25–q75 0.2201–0.2713)1448.7none — median 0.2442 (q25–q75 0.222–0.2734)1454.4none — median 0.2464 (q25–q75 0.2242–0.2758)1460.2none — median 0.2498 (q25–q75 0.2276–0.2793)1463.1none — median 0.2524 (q25–q75 0.2301–0.282)1469none — median 0.2599 (q25–q75 0.2372–0.29)1474.9none — median 0.2703 (q25–q75 0.247–0.3015)1480.8none — median 0.283 (q25–q75 0.259–0.315)1486.8none — median 0.2972 (q25–q75 0.2725–0.3301)1492.8none — median 0.3123 (q25–q75 0.2866–0.3459)1495.9none — median 0.3198 (q25–q75 0.2939–0.354)1502none — median 0.3348 (q25–q75 0.3089–0.37)1508.2none — median 0.3514 (q25–q75 0.3244–0.387)1514.4none — median 0.3682 (q25–q75 0.3405–0.4041)1520.6none — median 0.3843 (q25–q75 0.3561–0.4208)1527none — median 0.4005 (q25–q75 0.3717–0.4369)1530.1none — median 0.4085 (q25–q75 0.3796–0.4451)1536.6none — median 0.4246 (q25–q75 0.3955–0.4619)1543none — median 0.4404 (q25–q75 0.4104–0.4779)1549.5none — median 0.4551 (q25–q75 0.4246–0.4924)1556.1none — median 0.4693 (q25–q75 0.4388–0.5068)1562.7none — median 0.4832 (q25–q75 0.4523–0.5205)1569.4none — median 0.4958 (q25–q75 0.4645–0.5328)1572.7none — median 0.5017 (q25–q75 0.4704–0.5383)1579.5none — median 0.5131 (q25–q75 0.4819–0.5496)1586.3none — median 0.5248 (q25–q75 0.4929–0.5602)1593.2none — median 0.5351 (q25–q75 0.5034–0.5709)1600.1none — median 0.5443 (q25–q75 0.5126–0.5795)1607.1none — median 0.553 (q25–q75 0.5214–0.5885)1610.7none — median 0.5575 (q25–q75 0.5258–0.5927)1617.8none — median 0.5662 (q25–q75 0.5344–0.6013)1624.9none — median 0.5734 (q25–q75 0.5414–0.6085)1632.1none — median 0.5793 (q25–q75 0.5473–0.6143)1639.4none — median 0.5852 (q25–q75 0.5535–0.62)1646.8none — median 0.5905 (q25–q75 0.5586–0.625)1650.5none — median 0.5928 (q25–q75 0.5607–0.6269)1657.9none — median 0.5955 (q25–q75 0.5639–0.6296)1665.4none — median 0.5974 (q25–q75 0.5657–0.6314)1673none — median 0.5978 (q25–q75 0.566–0.6323)1680.7none — median 0.5959 (q25–q75 0.5643–0.6307)1688.4none — median 0.5916 (q25–q75 0.5599–0.6264)1696.2none — median 0.5858 (q25–q75 0.5543–0.6207)1700.1none — median 0.5827 (q25–q75 0.5511–0.6174)1708none — median 0.5756 (q25–q75 0.5438–0.6103)1716none — median 0.5681 (q25–q75 0.5367–0.6029)1724.1none — median 0.5612 (q25–q75 0.5296–0.5956)1732.2none — median 0.5539 (q25–q75 0.5224–0.5887)1740.4none — median 0.5454 (q25–q75 0.5142–0.5808)1744.6none — median 0.5404 (q25–q75 0.5092–0.576)1752.9none — median 0.5293 (q25–q75 0.4981–0.565)1761.3none — median 0.5172 (q25–q75 0.4859–0.553)1769.8none — median 0.5065 (q25–q75 0.4747–0.5419)1778.3none — median 0.4985 (q25–q75 0.4671–0.5345)1787none — median 0.4939 (q25–q75 0.463–0.5306)1791.3none — median 0.4925 (q25–q75 0.4621–0.5295)1800.1none — median 0.4913 (q25–q75 0.4605–0.5282)1809none — median 0.4912 (q25–q75 0.4605–0.5281)1817.9none — median 0.4916 (q25–q75 0.4602–0.5282)1827none — median 0.488 (q25–q75 0.4569–0.5246)1836.1none — median 0.4784 (q25–q75 0.4474–0.5151)1840.7none — median 0.4714 (q25–q75 0.4403–0.5078)1850none — median 0.449 (q25–q75 0.418–0.4856)1859.4none — median 0.4062 (q25–q75 0.3753–0.4424)1868.8none — median 0.3335 (q25–q75 0.3056–0.3676)1878.4none — median 0.2426 (q25–q75 0.2205–0.2706)1888none — median 0.1617 (q25–q75 0.1462–0.1814)1897.8none — median 0.1115 (q25–q75 0.1007–0.1242)1902.7none — median 0.09933 (q25–q75 0.08974–0.1097)1912.6none — median 0.08969 (q25–q75 0.08133–0.09855)1922.6none — median 0.08799 (q25–q75 0.07971–0.09662)1932.7none — median 0.08819 (q25–q75 0.07994–0.09685)1943none — median 0.09158 (q25–q75 0.08302–0.1004)1953.3none — median 0.09766 (q25–q75 0.08841–0.1073)1958.5none — median 0.1012 (q25–q75 0.09149–0.1114)1969none — median 0.1086 (q25–q75 0.09835–0.1202)1979.6none — median 0.118 (q25–q75 0.1069–0.131)1990.4none — median 0.1293 (q25–q75 0.1174–0.1442)2001.2none — median 0.1413 (q25–q75 0.1283–0.1582)2012.2none — median 0.1538 (q25–q75 0.1396–0.1724)2017.7none — median 0.1601 (q25–q75 0.1455–0.1794)2028.8none — median 0.1726 (q25–q75 0.1575–0.1933)2040.1none — median 0.1847 (q25–q75 0.1684–0.2068)2051.5none — median 0.196 (q25–q75 0.1791–0.2196)2063none — median 0.2081 (q25–q75 0.1903–0.2327)2074.7none — median 0.2208 (q25–q75 0.2018–0.2467)2086.5none — median 0.2331 (q25–q75 0.2134–0.2599)2092.4none — median 0.2391 (q25–q75 0.2189–0.2664)2104.4none — median 0.2506 (q25–q75 0.2295–0.2786)2116.5none — median 0.2613 (q25–q75 0.2393–0.29)2128.8none — median 0.2705 (q25–q75 0.2481–0.3001)2141.2none — median 0.2782 (q25–q75 0.2557–0.3083)2153.7none — median 0.2843 (q25–q75 0.2616–0.3151)2160.1none — median 0.2871 (q25–q75 0.2644–0.318)2172.9none — median 0.2928 (q25–q75 0.2698–0.3238)2185.8none — median 0.2983 (q25–q75 0.2746–0.3294)2198.9none — median 0.3028 (q25–q75 0.2789–0.3342)2212.1none — median 0.3053 (q25–q75 0.2814–0.3368)2225.5none — median 0.3036 (q25–q75 0.2796–0.3351)2232.3none — median 0.3006 (q25–q75 0.277–0.3321)2245.9none — median 0.291 (q25–q75 0.268–0.3217)2259.8none — median 0.277 (q25–q75 0.2553–0.3067)2273.7none — median 0.2622 (q25–q75 0.2411–0.2899)2287.9none — median 0.2475 (q25–q75 0.2275–0.2743)2302.2none — median 0.2345 (q25–q75 0.2152–0.2602)2316.8none — median 0.222 (q25–q75 0.2037–0.2463)2324.1none — median 0.2155 (q25–q75 0.1978–0.2394)2338.9none — median 0.2025 (q25–q75 0.1859–0.2253)2353.9none — median 0.1897 (q25–q75 0.1738–0.211)2369.1none — median 0.1771 (q25–q75 0.1622–0.1973)2384.5none — median 0.1648 (q25–q75 0.1508–0.1834)2400none — median 0.152 (q25–q75 0.1395–0.1694)2407.9none — median 0.1457 (q25–q75 0.1338–0.1625)2423.8none — median 0.1334 (q25–q75 0.1226–0.1482)2439.9none — median 0.1218 (q25–q75 0.112–0.1344)2456.2none — median 0.1113 (q25–q75 0.1027–0.1217)2472.7none — median 0.1024 (q25–q75 0.09463–0.1113)2489.5none — median 0.09571 (q25–q75 0.08864–0.1036)2498none — median 0.09331 (q25–q75 0.08654–0.1009)2515.1none — median 0.09006 (q25–q75 0.08356–0.09694)2532.4none — median 0.08791 (q25–q75 0.08164–0.09458)2550none — median 0.08693 (q25–q75 0.08085–0.09347)

Sampling

Wavelengths257
Axis range1350–2550 none
Mean spacing4.69 none
Gridirregular
Observations2,079

Signal & quality

Value range0.0419 – 0.863
Mean range0.0877 – 0.706
Mean level0.354
Area376.2
PTP0.618
Noise RMS0.0002045
SNR1.7e+03
SNR dB6e+01 dB
Dynamic range0.618
Smoothness0.001708
Saturated0.0%
X-outliers237

Integrity & artefacts

NaN ratio0.00%
Inf count0
Zero ratio0.00%
Spike count23,474
Spike rate4.43%
Jump count0
Jump rate0.00%
Clip fraction0.00%

Shape & reference

Baseline slope-0.38156
Curvature RMS0.0017026
D1 RMS0.010475
RMS to mean0.028357
RMS p950.08065
SAM to mean0.022787
SAM p950.054605
Affine offset p950.040768
Affine gain p95 Δ0.13414
Affine residual p950.013998
Xcorr lag p950

Outliers & repeatability

PCA Q p95/median4.3
Hotelling T2 p95/median8.6
Mahalanobis H p95/median2.9
Repeat groups0

Dimensionality (PCA)

Effective rank1.2
PCs → 95% var1
PCs → 99% var3
Top-10 cum. var100.0%
Computed metric scores 29worst 1.00
FamilleMétrique calculéeValeurScoreNiveauInterprétation datasetCauses typiquesCalcul / scoring
Intégrité des donnéesNaN ratiointegrity.nan_ratio0%0.00faibleSpectre completErreur acquisition/exportcount(isnan(X)) / X.sizealert = min(1, nan_ratio / 0.05)
Intégrité des donnéesInf countintegrity.inf_count00.00faibleNormalCalculs invalidescount(isinf(X))alert = min(1, inf_count / 1)
Intégrité des donnéesZero ratiointegrity.zero_ratio0%0.00faibleNormalExport, saturationcount(X == 0) / count(finite X)alert = min(1, zero_ratio / 0.05)
Amplitude globaleMean reflectanceamplitude.mean_reflectance0.354021.00fortValeur atypique: Trop clair / fond visible ou Trop sombreFond, géométriemean(X finite)alert reuses baseline/shape drift because absolute reflectance ranges are technology-dependent
Amplitude globaleArea under curveamplitude.area_under_curve376.171.00fortValeur atypique: Différence d'éclairement ou NormalDistance sondetrapezoid(mean_spectrum, spectral_axis)alert reuses baseline/shape drift because area scale depends on axis and units
Amplitude globalePeak-to-peak (PTP)amplitude.peak_to_peak0.618010.00faibleVariabilité forteSaturationmax(mean_spectrum) - min(mean_spectrum)alert increases when dynamic range is abnormally flat
Amplitude globaleVarianceamplitude.variance0.032390.00faibleNormal ou hétérogèneMauvais contactvar(X finite)alert increases when variance/dynamic range is abnormally flat
BruitNoise RMSnoise.noise_rms0.00020450.01faibleStableLampe, détecteurmedian MAD(second derivative) * 1.4826 / sqrt(6)alert = noise_rms / signal_scale, saturated at 5%
BruitSNRnoise.snr1731.10.00faibleBon signalAcquisitionmean(abs(X)) / noise_rmsalert decreases with SNR dB; >=40 dB is treated as low alert
BruitBandwise SNRnoise.bandwise_snr_min197.180.00faibleZone fiableDétecteurmin(abs(mean_spectrum) / local second-derivative noise)alert decreases with worst-band SNR dB; >=35 dB is treated as low alert
Artefacts locauxSpike countartefacts.spike_count23,4741.00fortArtefactsCosmic rays, splicecount robust outliers in second derivativealert follows spike_rate, saturated at 1%
Artefacts locauxSpike rateartefacts.spike_rate4.43%1.00fortSpectre suspectInterpolationspike_count / (n_samples * (n_features - 2))alert = min(1, spike_rate / 0.01)
Artefacts locauxJump countartefacts.jump_count00.00faibleContinuSplicecount robust outliers in first derivativealert follows jump_rate, saturated at 1%
Artefacts locauxJump rateartefacts.jump_rate0%0.00faibleNormalCalibrationjump_count / (n_samples * (n_features - 1))alert = min(1, jump_rate / 0.01)
Artefacts locauxClip fractionartefacts.clip_fraction0.000374%0.00faibleNormalDétecteur saturéfraction of finite cells equal to repeated min/max extremaalert = min(1, clip_fraction / 0.01)
Forme spectraleBaseline slopeshape.baseline_slope-0.381561.00fortDériveÉclairementlinear slope of mean_spectrum over normalized axisalert = abs(slope / signal_scale), saturated at 0.5
Forme spectraleCurvature RMSshape.curvature_rms0.00170260.28faibleLisseFond, splicemedian RMS(second derivative per spectrum)alert = curvature_rms / signal_scale, saturated at 1%
Forme spectraleD1 RMSshape.d1_rms0.0104750.34faiblePlatBiologie ou artefactmedian RMS(first derivative per spectrum)alert = d1_rms / signal_scale, saturated at 5%
Outliers multivariésPCA Q (SPE)outliers.pca_q_ratio4.28940.54moyenSpectre atypiqueArtefact, mélangep95(Q/SPE residual) / median(Q/SPE residual)alert = min(1, pca_q_ratio / 8)
Outliers multivariésHotelling T²outliers.hotelling_t2_ratio8.62941.00fortExtrême mais cohérentVariabilité naturellep95(Hotelling T2) / median(Hotelling T2)alert = min(1, hotelling_t2_ratio / 8)
Outliers multivariésMahalanobis Houtliers.mahalanobis_h_ratio2.93760.73fortOutlier globalDomaine différentp95(sqrt(T2)) / median(sqrt(T2))alert = min(1, mahalanobis_h_ratio / 4)
Comparaison à référenceRMS to mean spectrumreference.rms_to_mean_spectrum_p950.080650.52moyenSpectre différentDomain shiftp95 RMS distance to dataset mean spectrumalert = RMS_p95 / signal_scale, saturated at 25%
Comparaison à référenceSpectral Angle Mapper (SAM)reference.sam_to_mean_spectrum_p950.0546050.16faibleSimilaireFond, géométriep95 spectral angle to dataset mean spectrumalert = min(1, SAM_p95 / 0.35 rad)
RépétabilitéRMS intra-IDrepeatability.rms_intra_id0.00faibleStablePositionnementmedian RMS distance to repeated-sample centroidalert = RMS_intra_ID / signal_scale, saturated at 10%
RépétabilitéSAM intra-IDrepeatability.sam_intra_id0.00faibleStableAcquisitionmedian SAM to repeated-sample centroidalert = min(1, SAM_intra_ID / 0.15 rad)
RépétabilitéCV intra-IDrepeatability.cv_intra_id0.00faibleStableOpérateurmedian within-ID band CValert = min(1, CV_intra_ID / 0.25)
Structure du datasetPCA score densitystructure.pca_score_density177.421.00fortSous-populationsLots différents1 / median kNN distance in PCA score spacealert follows density_cv/profile structure complexity, not raw density alone
Structure du datasetLocal Outlier Factor (LOF)structure.local_outlier_factor_p956.1331.00fortSpectre isoléCas raresp95 approximate LOF from PCA-score kNN distancesalert = min(1, max(0, LOF_p95 - 1) / 2)
Structure du datasetIsolation Forest scorestructure.isolation_forest_score_p950.591341.00fortSpectre atypiqueDiverses causesp95 IsolationForest anomaly score on PCA scoresalert follows structure complexity; raw score is implementation-dependent
X2 PCA score plot-2024-1.0-0.50.00.5PC1 -0.538 · PC2 0.03745PC1 -0.2522 · PC2 0.04648PC1 -0.3896 · PC2 -0.102PC1 -0.09177 · PC2 0.05835PC1 -0.6016 · PC2 0.08941PC1 0.02671 · PC2 0.06968PC1 -0.8656 · PC2 0.03054PC1 -0.0951 · PC2 0.01901PC1 -0.9821 · PC2 -0.1552PC1 0.08601 · PC2 0.04078PC1 -0.1148 · PC2 -0.01227PC1 -1.051 · PC2 -0.02272PC1 -0.4917 · PC2 0.0009031PC1 0.501 · PC2 0.08394PC1 -0.7401 · PC2 -0.1322PC1 -0.1756 · PC2 0.04984PC1 -0.05642 · PC2 0.01153PC1 -1.364 · PC2 -0.2737PC1 -0.01736 · PC2 0.03267PC1 -0.2501 · PC2 -0.02101PC1 -0.5265 · PC2 -0.05814PC1 -0.08135 · PC2 -0.01515PC1 -0.535 · PC2 -0.09086PC1 -0.5351 · PC2 0.02699PC1 -0.6004 · PC2 -0.2367PC1 0.4422 · PC2 0.04812PC1 -0.3158 · PC2 0.05767PC1 -0.04734 · PC2 -0.09072PC1 -0.751 · PC2 -0.02419PC1 -1.297 · PC2 -0.1437PC1 -0.9047 · PC2 -0.3138PC1 -0.09354 · PC2 -0.03441PC1 -0.5238 · PC2 0.06509PC1 -0.4871 · PC2 -0.01904PC1 0.06128 · PC2 0.04225PC1 -0.3253 · PC2 -0.01172PC1 -0.845 · PC2 0.1389PC1 -0.5194 · PC2 0.07261PC1 -0.09844 · PC2 -0.0702PC1 0.1643 · PC2 0.04133PC1 -0.7182 · PC2 0.03153PC1 -0.594 · PC2 -0.03621PC1 -0.4725 · PC2 -0.04622PC1 -0.9622 · PC2 -0.09609PC1 -0.7468 · PC2 0.112PC1 -0.5424 · PC2 0.1041PC1 -0.3218 · PC2 0.1133PC1 -0.7496 · PC2 -0.09817PC1 -0.5415 · PC2 -0.1239PC1 -0.6794 · PC2 0.04054PC1 -0.3538 · PC2 0.1133PC1 -0.659 · PC2 -0.02242PC1 -0.7101 · PC2 -0.1666PC1 -0.98 · PC2 -0.09289PC1 -0.5833 · PC2 0.05465PC1 0.1823 · PC2 0.04197PC1 -0.2285 · PC2 -0.056PC1 -0.4183 · PC2 -0.2212PC1 -0.7121 · PC2 -0.06227PC1 -1.265 · PC2 -0.1879PC1 -0.6475 · PC2 -0.1272PC1 -0.07363 · PC2 0.06323PC1 -0.1017 · PC2 0.07024PC1 -0.429 · PC2 0.181PC1 0.003617 · PC2 -0.09365PC1 -0.654 · PC2 -0.07421PC1 -0.1738 · PC2 -0.04909PC1 0.1997 · PC2 0.1223PC1 -0.01261 · PC2 0.05914PC1 -0.267 · PC2 0.01423PC1 -0.5796 · PC2 -0.08851PC1 0.04363 · PC2 0.03951PC1 -0.4006 · PC2 0.04534PC1 -0.2146 · PC2 -0.04249PC1 -0.4727 · PC2 -0.05451PC1 -0.3777 · PC2 0.04286PC1 -0.6014 · PC2 -0.0862PC1 -0.4723 · PC2 -0.06253PC1 0.01846 · PC2 0.04703PC1 -0.4307 · PC2 -0.000936PC1 -0.6454 · PC2 0.02771PC1 0.7061 · PC2 0.06853PC1 -0.8094 · PC2 -0.0329PC1 -0.5474 · PC2 0.01295PC1 -0.6594 · PC2 -0.0422PC1 -0.03765 · PC2 0.04824PC1 -0.7773 · PC2 0.03863PC1 -0.5841 · PC2 -0.08505PC1 -0.788 · PC2 -0.04671PC1 0.4945 · PC2 0.04174PC1 -0.3043 · PC2 0.005848PC1 -0.603 · PC2 -0.09154PC1 -0.3639 · PC2 0.0495PC1 0.2894 · PC2 0.02246PC1 -0.6619 · PC2 -0.004877PC1 -0.6923 · PC2 -0.05316PC1 -0.1675 · PC2 -0.02598PC1 -0.4121 · PC2 0.04219PC1 -0.03044 · PC2 0.1188PC1 -1.166 · PC2 -0.09514PC1 -0.7978 · PC2 -0.1186PC1 -0.6969 · PC2 0.01054PC1 -0.5103 · PC2 0.0001411PC1 -0.7437 · PC2 -0.04801PC1 0.3511 · PC2 -0.02688PC1 -1.66 · PC2 -0.1404PC1 -0.4513 · PC2 0.1618PC1 -0.6129 · PC2 0.09894PC1 -0.7057 · PC2 0.0515PC1 0.145 · PC2 -0.0008016PC1 -0.2404 · PC2 0.0812PC1 -0.9918 · PC2 0.006627PC1 -0.1493 · PC2 0.06762PC1 -0.118 · PC2 0.04159PC1 0.3055 · PC2 0.07395PC1 0.1087 · PC2 0.0289PC1 -0.9446 · PC2 0.313PC1 -0.3307 · PC2 -0.09878PC1 -0.6838 · PC2 0.09129PC1 -0.3447 · PC2 0.05613PC1 -0.3328 · PC2 -0.2176PC1 -0.2886 · PC2 0.05223PC1 -1.014 · PC2 -0.1043PC1 -0.04482 · PC2 0.009496PC1 -0.1293 · PC2 0.08503PC1 -0.1281 · PC2 0.07713PC1 -0.4368 · PC2 -0.05506PC1 -0.002212 · PC2 0.08401PC1 -0.125 · PC2 0.01963PC1 -0.2443 · PC2 -0.1738PC1 0.2331 · PC2 0.09518PC1 -0.7015 · PC2 0.106PC1 -0.3644 · PC2 0.01309PC1 -0.5492 · PC2 0.03018PC1 -0.4456 · PC2 0.05031PC1 -0.1795 · PC2 0.06501PC1 -0.1922 · PC2 0.0694PC1 -0.07662 · PC2 0.117PC1 -0.345 · PC2 0.1012PC1 -0.1253 · PC2 0.02614PC1 0.1865 · PC2 0.06923PC1 -0.5594 · PC2 -0.1341PC1 -0.2256 · PC2 0.1059PC1 -0.1873 · PC2 0.07541PC1 -0.6676 · PC2 -0.04944PC1 -0.4607 · PC2 0.02219PC1 -0.1822 · PC2 -0.01842PC1 -1.003 · PC2 0.005063PC1 -0.06732 · PC2 0.04715PC1 -0.2684 · PC2 0.008831PC1 -0.3664 · PC2 -0.01912PC1 -0.8788 · PC2 -0.03602PC1 -0.776 · PC2 -0.03889PC1 -1.077 · PC2 0.1678PC1 -0.4284 · PC2 -0.03961PC1 -0.6636 · PC2 -0.2125PC1 0.1308 · PC2 0.06607PC1 -0.2771 · PC2 0.03826PC1 -0.4539 · PC2 0.01865PC1 -0.3808 · PC2 0.02827PC1 -0.1986 · PC2 -0.04209PC1 -1.083 · PC2 -0.0524PC1 -0.5262 · PC2 -0.04038PC1 -0.3489 · PC2 0.0331PC1 -1.005 · PC2 -0.0154PC1 0.2181 · PC2 -0.105PC1 -0.5271 · PC2 -0.05306PC1 -0.65 · PC2 -0.2663PC1 -0.01692 · PC2 0.1072PC1 -0.7433 · PC2 0.06169PC1 -0.06033 · PC2 0.03642PC1 -0.5163 · PC2 -0.183PC1 0.2145 · PC2 0.08797PC1 -0.6685 · PC2 -0.01005PC1 -0.5426 · PC2 -0.143PC1 -0.2887 · PC2 0.03621PC1 -0.7911 · PC2 -0.0276PC1 -0.04588 · PC2 -0.1521PC1 -0.1618 · PC2 0.0901PC1 -0.8379 · PC2 -0.01437PC1 0.3524 · PC2 0.1034PC1 0.3063 · PC2 0.08PC1 -0.7318 · PC2 -0.009311PC1 -0.09986 · PC2 0.01705PC1 -0.2339 · PC2 0.03544PC1 -0.2597 · PC2 0.009183PC1 -0.7757 · PC2 -0.04513PC1 -0.4251 · PC2 -0.1585PC1 -0.6175 · PC2 0.0597PC1 -0.3082 · PC2 0.06389PC1 -0.5813 · PC2 0.03793PC1 0.1188 · PC2 0.03242PC1 -1.045 · PC2 -0.2477PC1 -0.5514 · PC2 -0.04989PC1 -0.1266 · PC2 -0.1449PC1 -0.4563 · PC2 -0.1417PC1 -0.6657 · PC2 0.0407PC1 -0.3138 · PC2 0.2441PC1 -0.3201 · PC2 -0.1988PC1 0.05193 · PC2 0.0028PC1 -0.5574 · PC2 -0.03969PC1 -0.505 · PC2 -0.02096PC1 -0.1427 · PC2 -0.02534PC1 -0.4859 · PC2 -0.03922PC1 0.4549 · PC2 -0.02335PC1 -0.06897 · PC2 -0.01698PC1 -0.04886 · PC2 0.03118PC1 -0.3524 · PC2 -0.3381PC1 -0.3416 · PC2 0.1428PC1 -0.3891 · PC2 -0.003332PC1 -0.4781 · PC2 0.08863PC1 -0.9424 · PC2 -0.06651PC1 -1.241 · PC2 -0.05805PC1 0.02677 · PC2 -0.008029PC1 -0.1666 · PC2 -0.02071PC1 -0.2558 · PC2 -0.03734PC1 -0.2537 · PC2 -0.1082PC1 0.3492 · PC2 0.05389PC1 -0.3588 · PC2 0.1218PC1 0.4763 · PC2 0.04015PC1 0.193 · PC2 0.09385PC1 -0.02947 · PC2 -0.1381PC1 0.1147 · PC2 -0.284PC1 0.4714 · PC2 -0.1026PC1 0.04892 · PC2 0.02537PC1 -0.0272 · PC2 0.09762PC1 -0.3864 · PC2 -0.1786PC1 0.2672 · PC2 0.1057PC1 0.4253 · PC2 0.08041PC1 1.619 · PC2 -0.01016PC1 -0.1034 · PC2 0.2064PC1 0.0607 · PC2 0.2117PC1 0.0298 · PC2 0.2318PC1 0.8624 · PC2 -0.02796PC1 0.8534 · PC2 -0.1777PC1 -1.232 · PC2 0.08191PC1 -0.05992 · PC2 -0.07891PC1 0.6748 · PC2 0.1603PC1 -0.00842 · PC2 0.0959PC1 0.339 · PC2 0.09188PC1 -0.1195 · PC2 -0.005668PC1 -0.2525 · PC2 -0.01871PC1 0.1344 · PC2 -0.08649PC1 0.1345 · PC2 -0.1184PC1 -1.179 · PC2 0.1319PC1 0.2852 · PC2 0.01756PC1 0.3991 · PC2 0.01933PC1 -0.1743 · PC2 0.005051PC1 0.1993 · PC2 -0.09297PC1 -0.1377 · PC2 -0.02373PC1 -0.001741 · PC2 0.01101PC1 0.4867 · PC2 -0.05752PC1 0.06268 · PC2 0.05555PC1 -0.7241 · PC2 -0.07018PC1 -0.1509 · PC2 0.03173PC1 0.8431 · PC2 0.01707PC1 -0.03533 · PC2 -0.07604PC1 -0.2697 · PC2 0.01857PC1 -0.2056 · PC2 0.1115PC1 0.6025 · PC2 0.08804PC1 -0.05466 · PC2 0.02823PC1 0.4175 · PC2 -0.02341PC1 0.2433 · PC2 0.05212PC1 0.8929 · PC2 -0.02157PC1 -0.2508 · PC2 0.1433PC1 -0.5512 · PC2 -0.002505PC1 0.5327 · PC2 -0.02586PC1 2.221 · PC2 0.01661PC1 0.7691 · PC2 0.005302PC1 0.4105 · PC2 0.005802PC1 0.8921 · PC2 0.01944PC1 0.2496 · PC2 0.03107PC1 -0.04596 · PC2 -0.04436PC1 0.5698 · PC2 0.1042PC1 0.4934 · PC2 0.1484PC1 -0.1337 · PC2 0.161PC1 0.121 · PC2 0.1235PC1 -0.112 · PC2 0.0735PC1 1.753 · PC2 -0.04969PC1 0.1803 · PC2 0.1559PC1 1.174 · PC2 -0.03628PC1 1.544 · PC2 -0.0863PC1 0.1923 · PC2 0.01089PC1 0.6194 · PC2 0.1095PC1 1.039 · PC2 0.08728PC1 0.6187 · PC2 -0.03514PC1 0.1144 · PC2 0.1147PC1 -0.04214 · PC2 0.05276PC1 0.8452 · PC2 -0.02695PC1 0.07724 · PC2 -0.01823PC1 -0.009716 · PC2 -0.02708PC1 -0.448 · PC2 -0.1249PC1 0.08075 · PC2 0.01989PC1 0.7303 · PC2 -0.05946PC1 0.6214 · PC2 -0.03404PC1 0.7025 · PC2 0.007022PC1 1.278 · PC2 -0.04804PC1 0.7384 · PC2 -0.008771PC1 0.5075 · PC2 0.009724PC1 -0.2578 · PC2 -0.1234PC1 -0.222 · PC2 -0.01613PC1 -0.1907 · PC2 -0.1255PC1 -0.2883 · PC2 0.1078PC1 0.1801 · PC2 -0.0004846PC1 -0.2235 · PC2 0.07892PC1 -0.2665 · PC2 -0.06346PC1 -1.033 · PC2 -0.1005PC1 -0.3472 · PC2 0.1039PC1 -0.2672 · PC2 -0.01793PC1 0.2812 · PC2 -0.05621PC1 0.06376 · PC2 0.008274PC1 -0.5767 · PC2 -0.09007PC1 -0.3042 · PC2 -0.02984PC1 0.1296 · PC2 0.1521PC1 0.9955 · PC2 -0.001179PC1 1.461 · PC2 0.1069PC1 0.2525 · PC2 0.1265PC1 0.4365 · PC2 0.1134PC1 0.7426 · PC2 -0.0944PC1 0.6756 · PC2 0.06503PC1 -0.5104 · PC2 -0.1126PC1 -0.295 · PC2 0.1443PC1 1.227 · PC2 0.002175PC1 -0.262 · PC2 0.00199PC1 -0.2668 · PC2 -0.1241PC1 -0.1782 · PC2 -0.05118PC1 0.692 · PC2 0.07697PC1 0.04751 · PC2 0.07692PC1 0.3832 · PC2 0.1144PC1 -1.904 · PC2 -0.004611PC1 0.1465 · PC2 0.05578PC1 0.05466 · PC2 0.09147PC1 0.3493 · PC2 0.1129PC1 -1.226 · PC2 0.02558PC1 -0.6129 · PC2 -0.08358PC1 -0.02787 · PC2 0.001121PC1 -0.1422 · PC2 -0.1255PC1 1.023 · PC2 0.06728PC1 -0.1534 · PC2 -0.03961PC1 1.426 · PC2 0.01496PC1 0.8225 · PC2 0.102PC1 -1.162 · PC2 -0.06499PC1 0.8779 · PC2 -0.02179PC1 -0.5268 · PC2 -0.03285PC1 -0.8302 · PC2 -0.1023PC1 -0.08212 · PC2 0.09267PC1 -0.3541 · PC2 -0.1523PC1 -0.5106 · PC2 0.01945PC1 0.4178 · PC2 0.08373PC1 0.9636 · PC2 0.09055PC1 0.279 · PC2 0.1584PC1 -1.037 · PC2 0.02092PC1 -1.275 · PC2 0.03864PC1 0.8851 · PC2 -0.01826PC1 0.7768 · PC2 0.004538PC1 -0.4378 · PC2 -0.01165PC1 -0.5905 · PC2 0.1808PC1 -1.222 · PC2 0.08759PC1 -0.4375 · PC2 0.0162PC1 -0.4518 · PC2 0.1263PC1 0.1895 · PC2 -0.1531PC1 -0.09435 · PC2 0.006683PC1 -0.2205 · PC2 0.1268PC1 -0.5814 · PC2 0.08042PC1 -0.4968 · PC2 0.1462PC1 -0.2665 · PC2 0.1142PC1 0.7951 · PC2 0.08475PC1 -0.3039 · PC2 0.02623PC1 1.042 · PC2 0.01519PC1 0.5055 · PC2 -0.01967PC1 -0.1316 · PC2 -0.1739PC1 0.3597 · PC2 -0.02736PC1 -0.2041 · PC2 0.003145PC1 0.336 · PC2 0.06515PC1 0.633 · PC2 0.07778PC1 0.9459 · PC2 0.06781PC1 2.147 · PC2 -0.3975PC1 0.09827 · PC2 -0.01135PC1 -0.3225 · PC2 -0.0576PC1 -0.3501 · PC2 -0.04333PC1 0.01598 · PC2 0.03618PC1 1.234 · PC2 0.08482PC1 -0.3019 · PC2 0.02137PC1 0.4074 · PC2 0.07514PC1 0.6632 · PC2 -0.09941PC1 0.4033 · PC2 0.05549PC1 -0.5249 · PC2 0.02957PC1 0.9543 · PC2 -0.04253PC1 -0.1048 · PC2 0.004583PC1 0.06395 · PC2 0.03486PC1 0.8895 · PC2 0.05819PC1 -0.6363 · PC2 -0.2151PC1 0.1469 · PC2 -0.2296PC1 0.06896 · PC2 -0.1844PC1 -0.03929 · PC2 -0.1096PC1 0.763 · PC2 0.04483PC1 1.487 · PC2 -0.1162PC1 0.5031 · PC2 -0.02417PC1 -0.08858 · PC2 -0.07846PC1 0.5881 · PC2 -0.1627PC1 -0.08648 · PC2 -0.0441PC1 0.5161 · PC2 0.06221PC1 0.2772 · PC2 0.03407PC1 0.3219 · PC2 0.1001PC1 1.563 · PC2 -0.1243PC1 0.4217 · PC2 0.03274PC1 -0.3271 · PC2 -0.02395PC1 -0.2681 · PC2 -0.008587PC1 0.7025 · PC2 0.05PC1 0.3999 · PC2 0.005325PC1 -0.5372 · PC2 -0.117PC1 -0.3319 · PC2 -0.07356PC1 0.3895 · PC2 -0.02436PC1 0.9168 · PC2 0.01522PC1 0.3737 · PC2 -0.0263PC1 -1.239 · PC2 -0.05024PC1 -0.08318 · PC2 0.04512PC1 0.05662 · PC2 0.02889PC1 -0.472 · PC2 0.001416PC1 1.328 · PC2 -0.05151PC1 0.431 · PC2 0.1221PC1 0.6501 · PC2 -0.006132PC1 0.5364 · PC2 -0.04555PC1 -0.3915 · PC2 0.05121PC1 -0.2342 · PC2 -0.0454PC1 -0.2078 · PC2 -0.05995PC1 -0.4642 · PC2 0.02237PC1 0.7118 · PC2 -0.02288PC1 1.892 · PC2 -0.4548PC1 0.2702 · PC2 0.07431PC1 0.6051 · PC2 0.1381PC1 0.6449 · PC2 0.05475PC1 0.1303 · PC2 -0.01654PC1 -1.613 · PC2 0.0358PC1 -1.672 · PC2 -0.04008PC1 -0.07167 · PC2 0.07905PC1 -0.05541 · PC2 0.06063PC1 0.5582 · PC2 0.0502PC1 0.2799 · PC2 0.00161PC1 -0.03959 · PC2 0.05554PC1 0.948 · PC2 0.1388PC1 1.421 · PC2 0.05747PC1 1.421 · PC2 0.02675PC1 1.128 · PC2 0.02224PC1 0.3449 · PC2 0.003908PC1 1.183 · PC2 0.04958PC1 0.6255 · PC2 0.04262PC1 1.49 · PC2 0.08103PC1 -1.064 · PC2 -0.04994PC1 -0.6102 · PC2 -0.1239PC1 0.1875 · PC2 -0.1578PC1 0.7953 · PC2 -0.05809PC1 1.646 · PC2 -0.05773PC1 -0.214 · PC2 -0.03596PC1 0.1519 · PC2 -0.000822PC1 1.035 · PC2 0.1344PC1 -0.743 · PC2 0.2148PC1 -0.3877 · PC2 0.04159PC1 -0.6842 · PC2 0.007759PC1 -0.09722 · PC2 -0.154PC1 0.09447 · PC2 -0.05689PC1 0.7119 · PC2 -0.04288PC1 -0.3099 · PC2 -0.06953PC1 -0.3228 · PC2 -0.02446PC1 0.6429 · PC2 0.001532PC1 0.8857 · PC2 -0.05087PC1 0.6537 · PC2 -0.0337PC1 -0.05043 · PC2 0.1606PC1 -1.006 · PC2 -0.02583PC1 0.4975 · PC2 0.2405PC1 0.7557 · PC2 0.004716PC1 0.7196 · PC2 -0.05723PC1 -0.6808 · PC2 0.05235PC1 -0.2001 · PC2 0.08641PC1 -0.8674 · PC2 0.07534PC1 1.419 · PC2 -0.01267PC1 -0.699 · PC2 -0.07309PC1 -1.057 · PC2 0.02657PC1 -0.2789 · PC2 -0.1581PC1 0.6422 · PC2 -0.1017PC1 -0.3386 · PC2 -0.09258PC1 0.04063 · PC2 0.04472PC1 -0.5059 · PC2 -0.02528PC1 -0.4284 · PC2 -0.06111PC1 -0.5121 · PC2 0.0254PC1 0.07653 · PC2 -0.03425PC1 0.1911 · PC2 -0.0262PC1 1.186 · PC2 0.01157PC1 -0.1789 · PC2 0.05863PC1 -0.2341 · PC2 -0.09209PC1 0.4465 · PC2 -0.01591PC1 -0.8258 · PC2 0.05055PC1 -0.6691 · PC2 0.07198PC1 -0.5126 · PC2 0.03466PC1 -0.4959 · PC2 0.09429PC1 0.2154 · PC2 -0.06316PC1 0.9914 · PC2 0.02077PC1 0.5903 · PC2 -0.123PC1 -0.2576 · PC2 -0.05703PC1 0.8473 · PC2 0.07196PC1 -0.04329 · PC2 0.08603PC1 -0.5448 · PC2 -0.1015PC1 0.01055 · PC2 0.05051PC1 0.1004 · PC2 -0.1424PC1 0.525 · PC2 0.05403PC1 0.5812 · PC2 0.05637PC1 -0.5933 · PC2 0.1298PC1 0.3385 · PC2 0.05439PC1 -0.6713 · PC2 0.01977PC1 0.1258 · PC2 0.05082PC1 0.6177 · PC2 -0.252PC1 0.7578 · PC2 0.001861PC1 0.6883 · PC2 -0.009974PC1 1.093 · PC2 0.02565PC1 -0.1472 · PC2 0.004501PC1 1.134 · PC2 -0.1766PC1 -1.069 · PC2 0.04091PC1 -0.5976 · PC2 0.1213PC1 0.3578 · PC2 0.01714PC1 -0.1191 · PC2 -0.02044PC1 4.818e-05 · PC2 0.03118PC1 0.05036 · PC2 -0.03184PC1 1.406 · PC2 0.05793PC1 0.1569 · PC2 -0.1128PC1 2.271 · PC2 -0.08669PC1 0.4043 · PC2 0.02565PC1 -0.1852 · PC2 -0.0778PC1 0.9172 · PC2 0.05044PC1 0.4399 · PC2 0.01691PC1 0.2245 · PC2 0.05697PC1 -0.3801 · PC2 -0.0581PC1 0.2105 · PC2 0.05683PC1 0.5926 · PC2 0.04604PC1 -0.09958 · PC2 -0.02696PC1 0.531 · PC2 0.01189PC1 1.445 · PC2 -0.06416PC1 -0.4964 · PC2 0.06579PC1 -0.742 · PC2 -0.005715PC1 0.04369 · PC2 0.1353PC1 -0.05905 · PC2 0.1332PC1 -0.8922 · PC2 0.08709PC1 -0.6955 · PC2 0.1271PC1 0.03017 · PC2 0.187PC1 0.2793 · PC2 0.1648PC1 -0.4394 · PC2 0.06545PC1 -0.7841 · PC2 0.09781PC1 -0.9904 · PC2 -0.06474PC1 -0.1346 · PC2 -0.01828PC1 -0.991 · PC2 -0.1462PC1 -0.6001 · PC2 -0.001134PC1 1.263 · PC2 -0.1297PC1 -0.7033 · PC2 -0.04761PC1 -0.1809 · PC2 -0.04847PC1 1.106 · PC2 0.007706PC1 0.5223 · PC2 -0.01011PC1 -0.6711 · PC2 -0.04635PC1 -0.03583 · PC2 0.143PC1 0.8584 · PC2 -0.02481PC1 0.8659 · PC2 -0.0005181PC1 0.5919 · PC2 -0.2135PC1 -0.1158 · PC2 -0.1601PC1 0.2039 · PC2 -0.03902PC1 0.1699 · PC2 -0.0235PC1 0.4977 · PC2 -0.03712PC1 -0.4847 · PC2 0.11PC1 -0.09343 · PC2 0.08636PC1 -0.4632 · PC2 0.1975PC1 -0.4318 · PC2 0.05281PC1 1.015 · PC2 0.04323PC1 0.01893 · PC2 0.1304PC1 0.9319 · PC2 0.05847PC1 1.117 · PC2 -0.01732PC1 0.6813 · PC2 0.1115PC1 0.3046 · PC2 0.08235PC1 -0.4132 · PC2 -0.08324PC1 0.3768 · PC2 -0.04555PC1 0.2768 · PC2 0.02065PC1 -0.09238 · PC2 -0.00152PC1 -0.1188 · PC2 0.05551PC1 0.07395 · PC2 0.1112PC1 -0.4252 · PC2 -0.02807PC1 -0.2363 · PC2 0.1358PC1 0.3549 · PC2 0.1158PC1 -0.02419 · PC2 0.03061PC1 0.7717 · PC2 -0.02356PC1 1.238 · PC2 -0.01455PC1 -0.173 · PC2 0.1219PC1 0.9616 · PC2 -0.0154PC1 0.2056 · PC2 0.013PC1 0.0897 · PC2 0.07938PC1 -0.9952 · PC2 0.2326PC1 -0.6616 · PC2 -0.05711PC1 -0.06326 · PC2 0.02845PC1 -0.3447 · PC2 0.05836PC1 0.6388 · PC2 -0.06465PC1 0.8324 · PC2 -0.09695PC1 0.1093 · PC2 0.2073PC1 0.2243 · PC2 0.133PC1 -0.5117 · PC2 0.04831PC1 -0.3824 · PC2 0.03489PC1 -0.4574 · PC2 -0.01729PC1 -0.7166 · PC2 0.02959PC1 0.6088 · PC2 0.1579PC1 -0.1922 · PC2 -0.01762PC1 -0.438 · PC2 0.1179PC1 -0.3864 · PC2 -0.007274PC1 0.2909 · PC2 0.01714PC1 0.3255 · PC2 0.02183PC1 -0.7155 · PC2 -0.03197PC1 0.3468 · PC2 0.001757PC1 -0.2858 · PC2 -0.1171PC1 -0.4003 · PC2 -0.04988PC1 -0.9001 · PC2 -0.1859PC1 -1.066 · PC2 -0.06389PC1 -0.6296 · PC2 -0.0798PC1 -0.01731 · PC2 -0.02263PC1 -0.7291 · PC2 -0.1163PC1 -0.3592 · PC2 -0.05091PC1 0.06378 · PC2 -0.0258PC1 0.3013 · PC2 0.07578PC1 0.3496 · PC2 0.02315PC1 0.4183 · PC2 0.1038PC1 -0.09136 · PC2 0.02321PC1 0.01727 · PC2 -0.008638PC1 0.3181 · PC2 0.01969PC1 -0.6644 · PC2 -0.1512PC1 -0.2744 · PC2 -0.1275PC1 0.08696 · PC2 0.02635PC1 0.9916 · PC2 -0.1172PC1 -0.6047 · PC2 0.01344PC1 -0.1906 · PC2 -0.0338PC1 -0.1683 · PC2 0.05364PC1 0.652 · PC2 -0.08514PC1 0.8325 · PC2 -0.2581PC1 1.011 · PC2 0.07565PC1 0.2368 · PC2 -0.1537PC1 0.2477 · PC2 0.01701PC1 0.2228 · PC2 -0.07203PC1 0.5131 · PC2 0.05097PC1 -0.07035 · PC2 0.02863PC1 -0.6766 · PC2 -0.001674PC1 0.4448 · PC2 0.001745PC1 -0.01129 · PC2 0.04144PC1 0.07199 · PC2 0.01809PC1 -0.3069 · PC2 0.06119PC1 -1.31 · PC2 -0.04903PC1 -0.6812 · PC2 -0.08074PC1 0.8553 · PC2 0.0125PC1 0.744 · PC2 -0.08443PC1 0.8984 · PC2 -0.07265PC1 0.8797 · PC2 -0.005708PC1 -0.09835 · PC2 -0.08501PC1 0.7841 · PC2 0.04245PC1 -0.7535 · PC2 -0.09302PC1 2.15 · PC2 -0.05952PC1 -0.1518 · PC2 0.05088PC1 0.1378 · PC2 0.01024PC1 -0.3786 · PC2 -0.01945PC1 0.725 · PC2 0.1348PC1 0.4997 · PC2 -0.03431PC1 0.5615 · PC2 -0.02729PC1 0.2641 · PC2 0.03746PC1 0.9501 · PC2 0.05331PC1 0.4221 · PC2 -0.1847PC1 -0.102 · PC2 0.06674PC1 -0.584 · PC2 -0.1757PC1 0.155 · PC2 -0.1906PC1 -0.2495 · PC2 0.01383PC1 0.01739 · PC2 -0.1383PC1 0.3771 · PC2 -0.05405PC1 0.1756 · PC2 0.04623PC1 -0.4622 · PC2 0.09276PC1 0.1132 · PC2 -0.08636PC1 1.289 · PC2 -0.3119PC1 -0.1821 · PC2 -0.07311PC1 -0.5025 · PC2 -0.129PC1 -0.3588 · PC2 0.02895PC1 -0.8613 · PC2 -0.1808PC1 0.3689 · PC2 0.03754PC1 -1.176 · PC2 0.02225PC1 1.044 · PC2 0.088PC1 0.1669 · PC2 -0.04982PC1 0.8221 · PC2 0.03995PC1 0.1301 · PC2 0.0521PC1 0.3884 · PC2 0.02071PC1 1.611 · PC2 -0.0645PC1 0.3736 · PC2 0.08635PC1 0.389 · PC2 0.1602PC1 0.04701 · PC2 0.09058PC1 0.1319 · PC2 0.01769PC1 0.3657 · PC2 0.06878PC1 0.6571 · PC2 0.05892PC1 0.3256 · PC2 0.004209PC1 0.07158 · PC2 0.03307PC1 0.1658 · PC2 0.006682PC1 0.5209 · PC2 -0.2074PC1 -0.04965 · PC2 -0.04426PC1 0.2394 · PC2 0.05822PC1 0.05067 · PC2 -0.08241PC1 0.2949 · PC2 0.1034PC1 -0.4803 · PC2 -0.0952PC1 -0.02657 · PC2 -0.06443PC1 -0.2053 · PC2 -0.0803PC1 -0.6577 · PC2 0.06439PC1 0.08645 · PC2 0.04231PC1 -0.8237 · PC2 -0.1012PC1 -0.5766 · PC2 0.01116PC1 0.3165 · PC2 -0.1064PC1 -0.3287 · PC2 0.2437PC1 0.2404 · PC2 -0.0572PC1 -0.6242 · PC2 -0.09504PC1 0.5763 · PC2 0.04233PC1 0.2802 · PC2 0.053PC1 0.1718 · PC2 0.06613PC1 0.2985 · PC2 0.07039PC1 0.6394 · PC2 0.1436PC1 0.1633 · PC2 0.07071PC1 -0.2709 · PC2 0.1725PC1 1.001 · PC2 -0.09401PC1 -0.9587 · PC2 -0.1046PC1 -0.4193 · PC2 0.05043PC1 -0.3161 · PC2 0.1566PC1 -1.236 · PC2 -0.05772PC1 -0.3006 · PC2 0.06345PC1 0.4398 · PC2 0.06293PC1 -0.5262 · PC2 0.02271PC1 1.562 · PC2 -0.09622PC1 -0.1732 · PC2 0.07082PC1 -0.072 · PC2 -0.01054PC1 0.1232 · PC2 0.01001PC1 1.116 · PC2 -0.1876PC1 2.487 · PC2 -0.7893PC1 -0.2188 · PC2 -0.0149PC1 0.9139 · PC2 0.1238PC1 0.5131 · PC2 0.02997PC1 0.1815 · PC2 -0.04178PC1 -0.07372 · PC2 0.07524PC1 0.3389 · PC2 -0.1421PC1 0.5613 · PC2 -0.05687PC1 0.09099 · PC2 -0.02017PC1 -0.368 · PC2 -0.1873PC1 -0.3567 · PC2 0.002756PC1 1.371 · PC2 0.04795PC1 -0.2102 · PC2 0.004707PC1 0.05117 · PC2 0.07022PC1 0.7827 · PC2 -0.08085PC1 0.5386 · PC2 0.07551PC1 -0.08982 · PC2 0.04091PC1 -0.2736 · PC2 0.011PC1 -0.8147 · PC2 0.05844PC1 0.2075 · PC2 -0.05737PC1 -0.4244 · PC2 0.02666PC1 -0.05498 · PC2 0.1031PC1 1.276 · PC2 -0.08393PC1 0.3239 · PC2 0.08281PC1 0.316 · PC2 0.03185PC1 -0.4987 · PC2 0.04169PC1 0.4684 · PC2 0.05826PC1 -0.8442 · PC2 -0.03265PC1 -0.2434 · PC2 -0.1585PC1 0.7027 · PC2 -0.1922PC1 0.5032 · PC2 -0.1628PC1 0.3643 · PC2 -0.0293PC1 -0.1265 · PC2 0.0301PC1 0.5999 · PC2 -0.005624PC1 0.3299 · PC2 0.07861PC1 0.6255 · PC2 0.05328PC1 -0.5159 · PC2 -0.005419PC1 -0.4016 · PC2 -0.1225PC1 0.6593 · PC2 0.0809PC1 0.2382 · PC2 0.07559PC1 -0.4412 · PC2 0.01644PC1 0.478 · PC2 0.1102PC1 -0.4755 · PC2 0.1281PC1 0.4917 · PC2 0.16PC1 -0.6411 · PC2 -0.09256PC1 0.3272 · PC2 -0.03349PC1 0.6444 · PC2 -0.05617PC1 0.8284 · PC2 0.1168PC1 1.353 · PC2 0.04117PC1 1.161 · PC2 0.008429PC1 0.1257 · PC2 0.1314PC1 0.2718 · PC2 0.05386PC1 0.6143 · PC2 0.002703PC1 -0.8175 · PC2 -0.0851PC1 -0.2318 · PC2 0.01242PC1 0.3431 · PC2 0.07091PC1 0.4544 · PC2 -0.008296PC1 0.9118 · PC2 -0.008612PC1 -0.2992 · PC2 0.06711PC1 -0.3453 · PC2 0.02992PC1 -0.4983 · PC2 -0.1821PC1 0.2071 · PC2 -0.01861PC1 0.6211 · PC2 0.04692PC1 -0.1953 · PC2 0.04193PC1 0.9372 · PC2 0.08997PC1 -0.1624 · PC2 0.08907PC1 -0.2982 · PC2 0.08739PC1 0.4248 · PC2 0.03528PC1 1.405 · PC2 -0.1065PC1 (96.3%)PC2 (2.3%)800 scores
PCA explained variance0%25%50%75%100%PC1: 96.7% (cumulative 96.7%)1PC2: 2.0% (cumulative 98.7%)2PC3: 0.7% (cumulative 99.4%)3PC4: 0.2% (cumulative 99.6%)4PC5: 0.1% (cumulative 99.8%)5PC6: 0.1% (cumulative 99.9%)6PC7: 0.0% (cumulative 99.9%)7PC8: 0.0% (cumulative 99.9%)8PC9: 0.0% (cumulative 100.0%)9PC10: 0.0% (cumulative 100.0%)10cumulative explained variancePC variancecumulativeprincipal component · cumulative (dashed)
X-Y spectral correlation 6
X2 · WQ spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation1,0001,5002,0002,5003,000|r|signed raxis · Pearson correlation scale
X2 · rh_s spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation1,0001,5002,0002,5003,000|r|signed raxis · Pearson correlation scale
X2 · rh_r spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation1,0001,5002,0002,5003,000|r|signed raxis · Pearson correlation scale
Targetmax |r|axis @ maxmean |r||r| ≥ .5
WQ0.8532.23e+030.804100.0%
rh_s0.3861.41e+030.2830.0%
rh_r0.8471.89e+030.768100.0%
Tref0.7761.91e+030.197.0%
Tleaf0.411.92e+030.1370.0%
Qamb0.4451.4e+030.3380.0%

micronir_neospectra

X3 · NIR · micronir_neospectra
micronir_neospectra spectra0.000.250.500.751.005001,0001,5002,0002,5003,000q05-q95 envelopeq25-q75 envelopemedian spectrummedianq25–q75q05–q95wavelength / none908.1none — median 0.7046 (q25–q75 0.6708–0.7328)920.49none — median 0.761 (q25–q75 0.7294–0.786)932.88none — median 0.8172 (q25–q75 0.7929–0.8384)945.27none — median 0.8536 (q25–q75 0.8309–0.8737)957.65none — median 0.8661 (q25–q75 0.8431–0.8868)970.04none — median 0.8716 (q25–q75 0.8467–0.8932)982.43none — median 0.8786 (q25–q75 0.8533–0.9008)994.82none — median 0.8873 (q25–q75 0.8618–0.9095)1007.2none — median 0.8963 (q25–q75 0.8721–0.9184)1019.6none — median 0.9047 (q25–q75 0.8817–0.9261)1032none — median 0.9122 (q25–q75 0.8902–0.9325)1044.4none — median 0.9178 (q25–q75 0.896–0.9375)1056.8none — median 0.9215 (q25–q75 0.9003–0.9409)1069.2none — median 0.9234 (q25–q75 0.9024–0.9423)1081.5none — median 0.9233 (q25–q75 0.9027–0.9422)1093.9none — median 0.9219 (q25–q75 0.9014–0.9405)1106.3none — median 0.9193 (q25–q75 0.8997–0.9378)1118.7none — median 0.915 (q25–q75 0.896–0.9331)1131.1none — median 0.9013 (q25–q75 0.8817–0.9203)1143.5none — median 0.8688 (q25–q75 0.8476–0.8886)1155.9none — median 0.8443 (q25–q75 0.82–0.8658)1168.3none — median 0.8359 (q25–q75 0.8103–0.858)1180.7none — median 0.8328 (q25–q75 0.8078–0.8554)1193none — median 0.831 (q25–q75 0.8061–0.8539)1199.2none — median 0.8314 (q25–q75 0.8068–0.8542)1211.6none — median 0.8356 (q25–q75 0.811–0.8581)1224none — median 0.8413 (q25–q75 0.8166–0.8634)1236.4none — median 0.8469 (q25–q75 0.822–0.8685)1248.8none — median 0.8509 (q25–q75 0.8263–0.8724)1261.2none — median 0.853 (q25–q75 0.8289–0.8742)1273.6none — median 0.852 (q25–q75 0.8279–0.8735)1286none — median 0.8469 (q25–q75 0.8222–0.8688)1298.3none — median 0.8366 (q25–q75 0.8112–0.8595)1310.7none — median 0.8196 (q25–q75 0.7932–0.8435)1323.1none — median 0.7942 (q25–q75 0.7659–0.8193)1335.5none — median 0.7616 (q25–q75 0.7329–0.7885)1347.9none — median 0.7293 (q25–q75 0.7001–0.7582)1360.3none — median 0.6988 (q25–q75 0.6684–0.7296)1372.7none — median 0.6504 (q25–q75 0.6201–0.6846)1385.1none — median 0.5548 (q25–q75 0.5253–0.5922)1397.5none — median 0.4317 (q25–q75 0.4039–0.4677)1409.8none — median 0.3461 (q25–q75 0.3221–0.378)1422.2none — median 0.3064 (q25–q75 0.2849–0.3353)1434.6none — median 0.2909 (q25–q75 0.2704–0.3184)1447none — median 0.2865 (q25–q75 0.2665–0.3137)1459.4none — median 0.2885 (q25–q75 0.2681–0.3158)1471.8none — median 0.2988 (q25–q75 0.2778–0.3267)1484.2none — median 0.3175 (q25–q75 0.2953–0.3472)1496.6none — median 0.3411 (q25–q75 0.3165–0.3722)1509none — median 0.3675 (q25–q75 0.3414–0.4003)1521.3none — median 0.3948 (q25–q75 0.3673–0.4289)1533.7none — median 0.4215 (q25–q75 0.3927–0.4566)1546.1none — median 0.4468 (q25–q75 0.4172–0.4827)1558.5none — median 0.4706 (q25–q75 0.4409–0.5076)1570.9none — median 0.4915 (q25–q75 0.4617–0.529)1583.3none — median 0.5107 (q25–q75 0.4804–0.5484)1595.7none — median 0.5277 (q25–q75 0.4972–0.5656)1608.1none — median 0.5425 (q25–q75 0.5118–0.5805)1620.5none — median 0.5547 (q25–q75 0.5241–0.5929)1632.8none — median 0.5651 (q25–q75 0.5344–0.6032)1645.2none — median 0.5728 (q25–q75 0.5425–0.611)1657.6none — median 0.5783 (q25–q75 0.548–0.6163)1670none — median 0.5812 (q25–q75 0.551–0.6188)1676.9none — median 0.5837 (q25–q75 0.5535–0.6211)1684.5none — median 0.5806 (q25–q75 0.5502–0.6179)1692.3none — median 0.5752 (q25–q75 0.5453–0.6132)1700.1none — median 0.5684 (q25–q75 0.5392–0.6066)1708none — median 0.5612 (q25–q75 0.5321–0.5994)1716none — median 0.5544 (q25–q75 0.5243–0.5922)1724.1none — median 0.5473 (q25–q75 0.5171–0.5852)1728.1none — median 0.5436 (q25–q75 0.5136–0.5817)1736.3none — median 0.5362 (q25–q75 0.5057–0.575)1744.6none — median 0.5272 (q25–q75 0.4963–0.5659)1752.9none — median 0.5159 (q25–q75 0.4851–0.5548)1761.3none — median 0.5042 (q25–q75 0.4731–0.5428)1769.8none — median 0.4932 (q25–q75 0.4622–0.5318)1778.3none — median 0.4855 (q25–q75 0.4546–0.524)1787none — median 0.4812 (q25–q75 0.45–0.5203)1795.7none — median 0.4794 (q25–q75 0.4479–0.5182)1804.6none — median 0.4786 (q25–q75 0.4466–0.5176)1813.5none — median 0.479 (q25–q75 0.4465–0.5184)1822.5none — median 0.478 (q25–q75 0.445–0.5178)1831.5none — median 0.4714 (q25–q75 0.4385–0.5112)1840.7none — median 0.4586 (q25–q75 0.4257–0.4983)1850none — median 0.4363 (q25–q75 0.4033–0.4762)1859.4none — median 0.3935 (q25–q75 0.3613–0.4337)1868.8none — median 0.3217 (q25–q75 0.2923–0.3592)1878.4none — median 0.2315 (q25–q75 0.2054–0.263)1888none — median 0.1502 (q25–q75 0.1281–0.1748)1897.8none — median 0.09931 (q25–q75 0.08007–0.1205)1907.7none — median 0.07973 (q25–q75 0.06095–0.1003)1917.6none — median 0.07598 (q25–q75 0.05682–0.09562)1927.7none — median 0.07513 (q25–q75 0.05619–0.09491)1937.8none — median 0.0766 (q25–q75 0.05771–0.09651)1948.1none — median 0.08132 (q25–q75 0.06235–0.1015)1958.5none — median 0.0885 (q25–q75 0.06977–0.1085)1969none — median 0.09614 (q25–q75 0.07758–0.1167)1979.6none — median 0.1055 (q25–q75 0.08722–0.127)1990.4none — median 0.1173 (q25–q75 0.09786–0.1395)2001.2none — median 0.1299 (q25–q75 0.1095–0.1525)2012.2none — median 0.1428 (q25–q75 0.1218–0.1663)2023.2none — median 0.1555 (q25–q75 0.134–0.1804)2034.4none — median 0.1679 (q25–q75 0.1458–0.1938)2045.8none — median 0.1796 (q25–q75 0.1567–0.2066)2057.2none — median 0.1916 (q25–q75 0.1679–0.2191)2068.8none — median 0.2036 (q25–q75 0.18–0.2324)2080.5none — median 0.2155 (q25–q75 0.1924–0.2462)2092.4none — median 0.2277 (q25–q75 0.2038–0.2588)2104.4none — median 0.2391 (q25–q75 0.2149–0.2708)2116.5none — median 0.2498 (q25–q75 0.225–0.2819)2128.8none — median 0.2592 (q25–q75 0.2338–0.292)2141.2none — median 0.2669 (q25–q75 0.2414–0.3001)2153.7none — median 0.2733 (q25–q75 0.2475–0.3067)2166.5none — median 0.2787 (q25–q75 0.2528–0.3128)2179.3none — median 0.2845 (q25–q75 0.2579–0.3182)2192.3none — median 0.2893 (q25–q75 0.2626–0.3233)2198.9none — median 0.2916 (q25–q75 0.2646–0.3257)2212.1none — median 0.2942 (q25–q75 0.2671–0.3286)2225.5none — median 0.2927 (q25–q75 0.2655–0.3268)2239.1none — median 0.2857 (q25–q75 0.2589–0.3192)2252.8none — median 0.2731 (q25–q75 0.2474–0.3068)2266.7none — median 0.2582 (q25–q75 0.2329–0.2902)2280.8none — median 0.2435 (q25–q75 0.2186–0.2741)2295.1none — median 0.2295 (q25–q75 0.2052–0.259)2309.5none — median 0.2165 (q25–q75 0.193–0.2456)2324.1none — median 0.204 (q25–q75 0.1808–0.2322)2338.9none — median 0.1915 (q25–q75 0.1686–0.2185)2353.9none — median 0.1784 (q25–q75 0.1565–0.2048)2369.1none — median 0.1659 (q25–q75 0.1445–0.1914)2384.5none — median 0.1536 (q25–q75 0.1327–0.1781)2400none — median 0.1411 (q25–q75 0.1208–0.1645)2415.8none — median 0.1282 (q25–q75 0.1088–0.151)2431.8none — median 0.1157 (q25–q75 0.09699–0.1376)2448none — median 0.1044 (q25–q75 0.08588–0.1254)2464.4none — median 0.09415 (q25–q75 0.07634–0.1148)2481.1none — median 0.0861 (q25–q75 0.06814–0.1065)2498none — median 0.0808 (q25–q75 0.06238–0.1009)2515.1none — median 0.07759 (q25–q75 0.05906–0.09717)2532.4none — median 0.07535 (q25–q75 0.05719–0.09511)2550none — median 0.0742 (q25–q75 0.056–0.09403)

Sampling

Wavelengths276
Axis range908.1–2550 none
Mean spacing5.97 none
Gridirregular
Observations2,079

Signal & quality

Value range-0.0373 – 1.14
Mean range0.0761 – 0.922
Mean level0.4647
Area749.2
PTP0.8457
Noise RMS0.00029617
SNR1.6e+03
SNR dB6e+01 dB
Dynamic range0.846
Smoothness0.002792
Saturated0.0%
X-outliers792

Integrity & artefacts

NaN ratio0.00%
Inf count0
Zero ratio0.00%
Spike count39,144
Spike rate6.87%
Jump count2,797
Jump rate0.49%
Clip fraction0.00%

Shape & reference

Baseline slope-0.90159
Curvature RMS0.0027695
D1 RMS0.012716
RMS to mean0.029728
RMS p950.072858
SAM to mean0.034256
SAM p950.080953
Affine offset p950.077528
Affine gain p95 Δ0.068242
Affine residual p950.025152
Xcorr lag p950

Outliers & repeatability

PCA Q p95/median3.4
Hotelling T2 p95/median3.8
Mahalanobis H p95/median1.9
Repeat groups0

Dimensionality (PCA)

Effective rank1.6
PCs → 95% var3
PCs → 99% var4
Top-10 cum. var99.9%
Computed metric scores 29worst 1.00
FamilleMétrique calculéeValeurScoreNiveauInterprétation datasetCauses typiquesCalcul / scoring
Intégrité des donnéesNaN ratiointegrity.nan_ratio0%0.00faibleSpectre completErreur acquisition/exportcount(isnan(X)) / X.sizealert = min(1, nan_ratio / 0.05)
Intégrité des donnéesInf countintegrity.inf_count00.00faibleNormalCalculs invalidescount(isinf(X))alert = min(1, inf_count / 1)
Intégrité des donnéesZero ratiointegrity.zero_ratio0%0.00faibleNormalExport, saturationcount(X == 0) / count(finite X)alert = min(1, zero_ratio / 0.05)
Amplitude globaleMean reflectanceamplitude.mean_reflectance0.464711.00fortValeur atypique: Trop clair / fond visible ou Trop sombreFond, géométriemean(X finite)alert reuses baseline/shape drift because absolute reflectance ranges are technology-dependent
Amplitude globaleArea under curveamplitude.area_under_curve749.21.00fortValeur atypique: Différence d'éclairement ou NormalDistance sondetrapezoid(mean_spectrum, spectral_axis)alert reuses baseline/shape drift because area scale depends on axis and units
Amplitude globalePeak-to-peak (PTP)amplitude.peak_to_peak0.84570.00faibleVariabilité forteSaturationmax(mean_spectrum) - min(mean_spectrum)alert increases when dynamic range is abnormally flat
Amplitude globaleVarianceamplitude.variance0.0791730.00faibleNormal ou hétérogèneMauvais contactvar(X finite)alert increases when variance/dynamic range is abnormally flat
BruitNoise RMSnoise.noise_rms0.000296170.01faibleStableLampe, détecteurmedian MAD(second derivative) * 1.4826 / sqrt(6)alert = noise_rms / signal_scale, saturated at 5%
BruitSNRnoise.snr1569.10.00faibleBon signalAcquisitionmean(abs(X)) / noise_rmsalert decreases with SNR dB; >=40 dB is treated as low alert
BruitBandwise SNRnoise.bandwise_snr_min174.30.00faibleZone fiableDétecteurmin(abs(mean_spectrum) / local second-derivative noise)alert decreases with worst-band SNR dB; >=35 dB is treated as low alert
Artefacts locauxSpike countartefacts.spike_count39,1441.00fortArtefactsCosmic rays, splicecount robust outliers in second derivativealert follows spike_rate, saturated at 1%
Artefacts locauxSpike rateartefacts.spike_rate6.87%1.00fortSpectre suspectInterpolationspike_count / (n_samples * (n_features - 2))alert = min(1, spike_rate / 0.01)
Artefacts locauxJump countartefacts.jump_count2,7970.49moyenRaccord détecteurSplicecount robust outliers in first derivativealert follows jump_rate, saturated at 1%
Artefacts locauxJump rateartefacts.jump_rate0.489%0.49moyenProblème spectralCalibrationjump_count / (n_samples * (n_features - 1))alert = min(1, jump_rate / 0.01)
Artefacts locauxClip fractionartefacts.clip_fraction0.000349%0.00faibleNormalDétecteur saturéfraction of finite cells equal to repeated min/max extremaalert = min(1, clip_fraction / 0.01)
Forme spectraleBaseline slopeshape.baseline_slope-0.901591.00fortDériveÉclairementlinear slope of mean_spectrum over normalized axisalert = abs(slope / signal_scale), saturated at 0.5
Forme spectraleCurvature RMSshape.curvature_rms0.00276950.33faibleLisseFond, splicemedian RMS(second derivative per spectrum)alert = curvature_rms / signal_scale, saturated at 1%
Forme spectraleD1 RMSshape.d1_rms0.0127160.30faiblePlatBiologie ou artefactmedian RMS(first derivative per spectrum)alert = d1_rms / signal_scale, saturated at 5%
Outliers multivariésPCA Q (SPE)outliers.pca_q_ratio3.41020.43moyenSpectre atypiqueArtefact, mélangep95(Q/SPE residual) / median(Q/SPE residual)alert = min(1, pca_q_ratio / 8)
Outliers multivariésHotelling T²outliers.hotelling_t2_ratio3.79270.47moyenExtrême mais cohérentVariabilité naturellep95(Hotelling T2) / median(Hotelling T2)alert = min(1, hotelling_t2_ratio / 8)
Outliers multivariésMahalanobis Houtliers.mahalanobis_h_ratio1.94750.49moyenOutlier globalDomaine différentp95(sqrt(T2)) / median(sqrt(T2))alert = min(1, mahalanobis_h_ratio / 4)
Comparaison à référenceRMS to mean spectrumreference.rms_to_mean_spectrum_p950.0728580.34faibleTypiqueDomain shiftp95 RMS distance to dataset mean spectrumalert = RMS_p95 / signal_scale, saturated at 25%
Comparaison à référenceSpectral Angle Mapper (SAM)reference.sam_to_mean_spectrum_p950.0809530.23faibleSimilaireFond, géométriep95 spectral angle to dataset mean spectrumalert = min(1, SAM_p95 / 0.35 rad)
RépétabilitéRMS intra-IDrepeatability.rms_intra_id0.00faibleStablePositionnementmedian RMS distance to repeated-sample centroidalert = RMS_intra_ID / signal_scale, saturated at 10%
RépétabilitéSAM intra-IDrepeatability.sam_intra_id0.00faibleStableAcquisitionmedian SAM to repeated-sample centroidalert = min(1, SAM_intra_ID / 0.15 rad)
RépétabilitéCV intra-IDrepeatability.cv_intra_id0.00faibleStableOpérateurmedian within-ID band CValert = min(1, CV_intra_ID / 0.25)
Structure du datasetPCA score densitystructure.pca_score_density10.8260.73fortSous-populationsLots différents1 / median kNN distance in PCA score spacealert follows density_cv/profile structure complexity, not raw density alone
Structure du datasetLocal Outlier Factor (LOF)structure.local_outlier_factor_p952.19550.60moyenSpectre isoléCas raresp95 approximate LOF from PCA-score kNN distancesalert = min(1, max(0, LOF_p95 - 1) / 2)
Structure du datasetIsolation Forest scorestructure.isolation_forest_score_p950.563050.73fortSpectre atypiqueDiverses causesp95 IsolationForest anomaly score on PCA scoresalert follows structure complexity; raw score is implementation-dependent
X3 PCA score plot-2-10123-1.0-0.50.00.51.0PC1 -0.7978 · PC2 0.0813PC1 -0.3999 · PC2 0.0163PC1 -0.4349 · PC2 -0.1716PC1 -0.3299 · PC2 0.09566PC1 -0.6427 · PC2 0.01754PC1 -0.07038 · PC2 0.09809PC1 -0.6381 · PC2 -0.04145PC1 -0.1713 · PC2 0.05836PC1 -0.5152 · PC2 -0.3081PC1 -0.5177 · PC2 0.1065PC1 -0.608 · PC2 0.04268PC1 -0.5873 · PC2 -0.3162PC1 -0.531 · PC2 -0.04906PC1 0.157 · PC2 0.1694PC1 -0.902 · PC2 -0.2065PC1 -0.514 · PC2 0.1236PC1 -0.3983 · PC2 0.004196PC1 0.5668 · PC2 -0.7478PC1 -0.7447 · PC2 0.1417PC1 -0.6591 · PC2 0.05228PC1 -0.3465 · PC2 -0.1947PC1 -1.18 · PC2 -0.03072PC1 -0.5868 · PC2 -0.177PC1 -0.3576 · PC2 -0.05698PC1 -0.05108 · PC2 -0.388PC1 1.001 · PC2 -0.02916PC1 -0.4177 · PC2 0.01492PC1 0.1491 · PC2 -0.09777PC1 -0.6017 · PC2 -0.1154PC1 -0.3642 · PC2 -0.5069PC1 -0.5584 · PC2 -0.4577PC1 -0.006754 · PC2 -0.06941PC1 -0.2737 · PC2 -0.03086PC1 -1.039 · PC2 0.05511PC1 -0.506 · PC2 0.02473PC1 -0.5985 · PC2 0.05993PC1 -0.7923 · PC2 0.03016PC1 -0.4713 · PC2 -0.01424PC1 -0.2162 · PC2 -0.06252PC1 0.05773 · PC2 0.03827PC1 -0.09903 · PC2 -0.1573PC1 -0.4905 · PC2 -0.08962PC1 -0.3612 · PC2 -0.1115PC1 -0.03772 · PC2 -0.3292PC1 -0.4484 · PC2 0.007102PC1 -0.7779 · PC2 0.08528PC1 -1.143 · PC2 0.1488PC1 -0.07363 · PC2 -0.2894PC1 -0.3288 · PC2 -0.2136PC1 -0.2 · PC2 -0.1254PC1 -0.2853 · PC2 0.0385PC1 -1.075 · PC2 -0.05095PC1 -0.8478 · PC2 -0.2671PC1 -0.3927 · PC2 -0.3062PC1 -0.5876 · PC2 0.02134PC1 0.1351 · PC2 0.03051PC1 -0.1347 · PC2 -0.07708PC1 -0.2306 · PC2 -0.2875PC1 -0.7302 · PC2 -0.1745PC1 -0.1686 · PC2 -0.5301PC1 -0.7014 · PC2 -0.1587PC1 0.07042 · PC2 0.01131PC1 -0.5662 · PC2 0.1113PC1 -0.7087 · PC2 0.254PC1 -0.301 · PC2 -0.00703PC1 -0.4697 · PC2 -0.1854PC1 -0.1434 · PC2 -0.03181PC1 -0.2028 · PC2 0.1713PC1 0.1681 · PC2 0.04973PC1 -0.7445 · PC2 0.1463PC1 0.1133 · PC2 -0.2598PC1 -0.03628 · PC2 0.1203PC1 -0.1309 · PC2 -0.05849PC1 -0.8222 · PC2 -0.04766PC1 -0.4431 · PC2 -0.09069PC1 -0.3732 · PC2 -7.648e-05PC1 -0.4273 · PC2 -0.1449PC1 -0.3085 · PC2 -0.1483PC1 0.3902 · PC2 -0.05887PC1 -0.76 · PC2 0.01914PC1 -0.3589 · PC2 -0.1604PC1 1.126 · PC2 0.01858PC1 -0.736 · PC2 -0.1747PC1 -0.8663 · PC2 0.08593PC1 -0.2878 · PC2 -0.1372PC1 -0.2783 · PC2 0.1534PC1 -1.258 · PC2 0.04177PC1 -0.6939 · PC2 -0.1236PC1 -1.105 · PC2 -0.08579PC1 -0.5473 · PC2 0.1923PC1 -1.232 · PC2 0.06958PC1 0.2348 · PC2 -0.3123PC1 -0.2786 · PC2 -0.1321PC1 0.0888 · PC2 0.1148PC1 -0.2655 · PC2 -0.1411PC1 -0.1159 · PC2 -0.2432PC1 -0.05968 · PC2 -0.1034PC1 -0.6967 · PC2 0.01471PC1 0.4409 · PC2 0.02136PC1 -0.7506 · PC2 -0.3341PC1 -0.3542 · PC2 -0.2586PC1 -0.7123 · PC2 -0.05278PC1 -0.1496 · PC2 -0.1648PC1 -0.5008 · PC2 -0.1992PC1 -0.03317 · PC2 0.05511PC1 -0.5072 · PC2 -0.5265PC1 -0.6144 · PC2 0.1359PC1 -0.6378 · PC2 0.01738PC1 -0.7016 · PC2 0.02708PC1 -0.2682 · PC2 0.06616PC1 -0.9175 · PC2 0.2439PC1 -1.029 · PC2 -0.09826PC1 -0.55 · PC2 0.1126PC1 -0.3734 · PC2 0.02922PC1 -0.1066 · PC2 0.2022PC1 -0.1995 · PC2 0.1003PC1 -0.8047 · PC2 0.2562PC1 -0.7015 · PC2 -0.1018PC1 -1 · PC2 0.08709PC1 -0.6384 · PC2 0.06609PC1 1.075 · PC2 -0.4901PC1 -0.3998 · PC2 0.1064PC1 -0.6151 · PC2 -0.2359PC1 -1.165 · PC2 0.1529PC1 -0.06859 · PC2 0.05067PC1 -0.5255 · PC2 0.1784PC1 -0.2714 · PC2 -0.1513PC1 -1.024 · PC2 0.1702PC1 0.7116 · PC2 -0.1547PC1 -0.5335 · PC2 -0.2037PC1 0.1549 · PC2 0.06065PC1 -0.8294 · PC2 0.02075PC1 -0.5801 · PC2 0.006094PC1 -0.2894 · PC2 -0.12PC1 -0.5987 · PC2 -0.007847PC1 -0.7407 · PC2 0.1477PC1 -0.9716 · PC2 0.1812PC1 -0.5848 · PC2 0.1906PC1 -0.9076 · PC2 0.09868PC1 0.2497 · PC2 -0.06342PC1 0.7616 · PC2 0.02377PC1 -0.2471 · PC2 -0.2096PC1 -0.5305 · PC2 0.03633PC1 -0.2985 · PC2 0.1085PC1 -0.4414 · PC2 -0.1242PC1 -0.7291 · PC2 -0.02765PC1 -1.009 · PC2 -0.02342PC1 -1.381 · PC2 -0.1373PC1 -0.745 · PC2 0.1381PC1 -0.256 · PC2 0.02633PC1 -0.2743 · PC2 -0.07418PC1 -0.7402 · PC2 -0.05565PC1 -0.1469 · PC2 -0.2851PC1 -0.4806 · PC2 -0.03519PC1 -0.4362 · PC2 -0.08855PC1 -0.4373 · PC2 -0.3334PC1 -0.5362 · PC2 0.1471PC1 -0.9226 · PC2 0.08329PC1 -0.6142 · PC2 -0.01623PC1 -1.235 · PC2 0.03581PC1 0.01457 · PC2 -0.03742PC1 -0.8404 · PC2 -0.2281PC1 -0.7743 · PC2 -0.09801PC1 -0.7455 · PC2 0.007545PC1 -1.091 · PC2 -0.1575PC1 -0.2326 · PC2 -0.06078PC1 -0.8004 · PC2 -0.04767PC1 0.1593 · PC2 -0.4905PC1 -0.1776 · PC2 0.1375PC1 -0.9042 · PC2 -0.1305PC1 0.1225 · PC2 -0.06177PC1 -0.3455 · PC2 -0.2526PC1 -0.3524 · PC2 0.1374PC1 -0.8467 · PC2 0.06874PC1 -0.5669 · PC2 -0.1719PC1 -0.2945 · PC2 0.0204PC1 -0.7797 · PC2 -0.1391PC1 -0.1691 · PC2 -0.1112PC1 0.1603 · PC2 0.03442PC1 -0.6208 · PC2 -0.1269PC1 -1.205 · PC2 0.4914PC1 -0.1106 · PC2 0.1542PC1 -1.293 · PC2 0.008225PC1 -0.2393 · PC2 0.05966PC1 -0.3078 · PC2 0.04571PC1 -0.04259 · PC2 -0.02179PC1 -0.7529 · PC2 -0.1175PC1 -0.403 · PC2 -0.21PC1 -0.1157 · PC2 -0.05331PC1 -0.7914 · PC2 0.01395PC1 -0.5872 · PC2 0.01841PC1 -0.3588 · PC2 0.08478PC1 -0.8637 · PC2 -0.3773PC1 -0.297 · PC2 -0.164PC1 0.09966 · PC2 -0.2236PC1 -0.4903 · PC2 -0.1702PC1 -0.5571 · PC2 -0.09851PC1 -0.7395 · PC2 0.3171PC1 -0.3621 · PC2 -0.3308PC1 -0.3124 · PC2 0.08548PC1 -0.7832 · PC2 -0.07318PC1 -0.2037 · PC2 -0.09653PC1 -0.5089 · PC2 0.07528PC1 -0.5821 · PC2 -0.1199PC1 0.6501 · PC2 -0.07142PC1 -0.1098 · PC2 0.0258PC1 -0.8187 · PC2 0.1945PC1 -0.2782 · PC2 -0.3941PC1 -0.4963 · PC2 0.1726PC1 -0.5357 · PC2 -0.006971PC1 -1.048 · PC2 0.1091PC1 -0.5586 · PC2 -0.3433PC1 -0.9676 · PC2 -0.1752PC1 -0.1351 · PC2 0.087PC1 0.03741 · PC2 -0.04223PC1 -0.5837 · PC2 0.02658PC1 0.3053 · PC2 -0.2518PC1 0.6002 · PC2 0.0885PC1 0.3899 · PC2 -0.03279PC1 0.4769 · PC2 0.006597PC1 0.2302 · PC2 0.08706PC1 0.2406 · PC2 -0.1766PC1 0.231 · PC2 -0.3072PC1 0.688 · PC2 -0.06908PC1 -0.0593 · PC2 0.09052PC1 0.1443 · PC2 0.1638PC1 -0.7502 · PC2 -0.1625PC1 0.01417 · PC2 0.2064PC1 0.4389 · PC2 0.1115PC1 1.178 · PC2 0.189PC1 0.1953 · PC2 0.2268PC1 -0.2958 · PC2 0.2781PC1 0.3031 · PC2 0.1925PC1 0.7703 · PC2 0.04214PC1 1.44 · PC2 -0.2203PC1 -1.169 · PC2 0.06484PC1 -0.1348 · PC2 -0.07673PC1 0.7216 · PC2 0.2127PC1 -0.4579 · PC2 0.2209PC1 -0.7271 · PC2 0.2964PC1 0.1352 · PC2 -0.0191PC1 -0.3812 · PC2 -0.01173PC1 0.6961 · PC2 -0.1549PC1 0.08666 · PC2 -0.1052PC1 -0.3774 · PC2 -0.142PC1 0.575 · PC2 -0.007419PC1 0.0611 · PC2 0.1003PC1 0.04108 · PC2 -0.03101PC1 0.416 · PC2 -0.1084PC1 0.1975 · PC2 -0.0952PC1 -0.3864 · PC2 0.1118PC1 1.399 · PC2 -0.2272PC1 -0.09827 · PC2 0.1037PC1 -0.5166 · PC2 -0.1924PC1 0.5521 · PC2 -0.1113PC1 -0.1195 · PC2 0.2013PC1 0.02832 · PC2 -0.1733PC1 0.1813 · PC2 -0.08494PC1 -0.4253 · PC2 0.199PC1 0.0892 · PC2 0.2354PC1 -0.1503 · PC2 0.06428PC1 0.26 · PC2 -0.0008286PC1 -0.1344 · PC2 0.1144PC1 0.4941 · PC2 0.1338PC1 0.05649 · PC2 0.07836PC1 0.2029 · PC2 -0.144PC1 -0.2144 · PC2 0.08768PC1 0.6393 · PC2 0.5065PC1 1.519 · PC2 -0.05438PC1 0.2289 · PC2 0.1373PC1 0.1303 · PC2 0.1903PC1 0.2719 · PC2 0.04582PC1 -0.6285 · PC2 0.02252PC1 0.6536 · PC2 0.1437PC1 0.1519 · PC2 0.1191PC1 -0.3672 · PC2 0.2626PC1 0.5935 · PC2 0.1149PC1 0.01452 · PC2 0.1151PC1 1.491 · PC2 0.116PC1 -0.2506 · PC2 0.3313PC1 0.9106 · PC2 0.1532PC1 0.7551 · PC2 0.1565PC1 1.139 · PC2 -0.2022PC1 0.7564 · PC2 0.1533PC1 0.813 · PC2 0.2046PC1 1.253 · PC2 -0.1306PC1 0.009764 · PC2 0.1339PC1 -0.1459 · PC2 0.1382PC1 0.6106 · PC2 0.1288PC1 0.2056 · PC2 0.04329PC1 0.6283 · PC2 -0.07388PC1 0.1022 · PC2 -0.3084PC1 0.9216 · PC2 -0.1277PC1 0.8843 · PC2 0.001124PC1 -0.05806 · PC2 0.07495PC1 0.7899 · PC2 0.09453PC1 1.149 · PC2 0.1555PC1 0.4582 · PC2 0.001114PC1 -0.05361 · PC2 0.2117PC1 0.1697 · PC2 -0.2172PC1 -0.3894 · PC2 0.0231PC1 0.06679 · PC2 -0.1766PC1 -0.5616 · PC2 0.04899PC1 0.477 · PC2 0.01505PC1 -0.1156 · PC2 0.0926PC1 -0.1511 · PC2 -0.005948PC1 -0.1913 · PC2 -0.2716PC1 -0.9777 · PC2 0.2157PC1 -0.2766 · PC2 -0.07063PC1 1.912 · PC2 -0.3645PC1 0.1859 · PC2 -0.02433PC1 0.0948 · PC2 -0.1919PC1 0.202 · PC2 -0.1123PC1 -0.1252 · PC2 0.2202PC1 1.022 · PC2 0.04895PC1 0.6437 · PC2 0.3418PC1 0.4111 · PC2 0.1278PC1 0.4002 · PC2 0.2236PC1 0.8936 · PC2 -0.05866PC1 0.7908 · PC2 0.1599PC1 0.3849 · PC2 -0.2462PC1 0.05512 · PC2 0.1231PC1 0.2664 · PC2 0.2663PC1 -0.6412 · PC2 0.09514PC1 -0.8804 · PC2 -0.1277PC1 0.5381 · PC2 -0.2466PC1 0.5439 · PC2 0.1363PC1 0.5145 · PC2 0.03021PC1 0.1221 · PC2 0.2345PC1 -0.2502 · PC2 -0.474PC1 -0.3485 · PC2 0.1245PC1 -0.4145 · PC2 0.1753PC1 0.0141 · PC2 0.2159PC1 -1.07 · PC2 -0.0063PC1 -0.5317 · PC2 -0.134PC1 0.5277 · PC2 -0.1224PC1 0.4738 · PC2 -0.3132PC1 0.6368 · PC2 0.2118PC1 0.1104 · PC2 -0.04504PC1 0.8498 · PC2 0.3226PC1 0.4642 · PC2 0.2584PC1 0.07118 · PC2 -0.3151PC1 0.8305 · PC2 0.05622PC1 -0.2284 · PC2 -0.06491PC1 -0.4853 · PC2 -0.2484PC1 -0.1842 · PC2 0.15PC1 0.5064 · PC2 -0.244PC1 0.1686 · PC2 -0.07826PC1 0.4898 · PC2 0.1366PC1 0.9583 · PC2 0.1737PC1 0.1763 · PC2 0.2235PC1 -0.3577 · PC2 -0.1625PC1 -1.244 · PC2 -0.1258PC1 0.4727 · PC2 0.06986PC1 1.225 · PC2 0.02057PC1 -0.2969 · PC2 -0.04687PC1 -0.5269 · PC2 0.1635PC1 -0.2481 · PC2 -0.1431PC1 -0.43 · PC2 0.01393PC1 -0.3097 · PC2 0.1243PC1 -0.6515 · PC2 -0.02158PC1 0.1556 · PC2 -0.003108PC1 0.4172 · PC2 -0.07808PC1 -0.1027 · PC2 -0.02099PC1 -0.6251 · PC2 0.1658PC1 -0.7993 · PC2 0.05602PC1 -0.113 · PC2 0.2136PC1 0.1755 · PC2 -0.1395PC1 0.5468 · PC2 0.1874PC1 0.4902 · PC2 0.02417PC1 -0.1621 · PC2 -0.1367PC1 0.2384 · PC2 0.09375PC1 -0.6885 · PC2 0.0897PC1 0.09103 · PC2 0.1873PC1 -0.1009 · PC2 0.3387PC1 0.4028 · PC2 0.3004PC1 2.05 · PC2 -0.1177PC1 0.1458 · PC2 0.04127PC1 -0.8059 · PC2 -0.07944PC1 -0.5101 · PC2 -0.001501PC1 -0.2353 · PC2 0.1352PC1 0.4941 · PC2 0.2955PC1 -0.7135 · PC2 0.03974PC1 0.2302 · PC2 0.1287PC1 0.9246 · PC2 -0.09316PC1 -0.3605 · PC2 0.1811PC1 0.08067 · PC2 -0.06692PC1 0.9142 · PC2 0.06528PC1 0.4766 · PC2 -0.08686PC1 0.2368 · PC2 -0.02021PC1 0.4071 · PC2 0.2094PC1 -0.4947 · PC2 -0.3289PC1 1.372 · PC2 -0.4676PC1 0.2974 · PC2 -0.2278PC1 -0.5281 · PC2 -0.03703PC1 0.08393 · PC2 0.1562PC1 1.007 · PC2 0.003596PC1 0.5781 · PC2 0.04432PC1 0.5565 · PC2 -0.3072PC1 0.6806 · PC2 -0.1412PC1 0.1268 · PC2 -0.1354PC1 0.3232 · PC2 0.1462PC1 0.3239 · PC2 0.08639PC1 0.1755 · PC2 0.2405PC1 1.304 · PC2 0.01851PC1 -0.6403 · PC2 0.2596PC1 -0.5257 · PC2 -0.01958PC1 -0.4345 · PC2 -0.01306PC1 0.6671 · PC2 0.1407PC1 0.3842 · PC2 0.03601PC1 -0.5405 · PC2 -0.2223PC1 -0.6643 · PC2 -0.02275PC1 -0.8312 · PC2 0.1901PC1 0.3535 · PC2 0.1205PC1 0.6448 · PC2 -0.03904PC1 -1.052 · PC2 -0.1212PC1 -0.424 · PC2 0.222PC1 0.5853 · PC2 -0.0739PC1 0.09293 · PC2 -0.05018PC1 0.841 · PC2 0.1003PC1 0.2802 · PC2 0.2152PC1 1.294 · PC2 -0.06782PC1 0.4667 · PC2 0.07508PC1 -0.3363 · PC2 0.0536PC1 -0.1621 · PC2 -0.04891PC1 0.3446 · PC2 -0.09114PC1 -0.5567 · PC2 0.04101PC1 0.9819 · PC2 -0.02935PC1 0.8813 · PC2 -0.1676PC1 -0.06328 · PC2 0.09094PC1 0.08912 · PC2 0.24PC1 0.4236 · PC2 0.1691PC1 0.4219 · PC2 -0.02173PC1 -0.4481 · PC2 -0.2366PC1 -0.762 · PC2 -0.3274PC1 -0.5446 · PC2 0.1768PC1 -0.1708 · PC2 0.03535PC1 -0.06331 · PC2 0.2382PC1 -0.232 · PC2 0.00895PC1 -0.281 · PC2 0.1563PC1 0.8161 · PC2 0.317PC1 0.9994 · PC2 0.2697PC1 1.108 · PC2 0.1973PC1 1.335 · PC2 0.0122PC1 0.4076 · PC2 0.07625PC1 1.192 · PC2 0.1473PC1 1.1 · PC2 0.06728PC1 0.3742 · PC2 0.4193PC1 -0.4517 · PC2 -0.2745PC1 -0.002729 · PC2 -0.2324PC1 0.4103 · PC2 -0.2815PC1 0.1042 · PC2 0.09229PC1 1.102 · PC2 0.161PC1 0.07459 · PC2 -0.04587PC1 0.4344 · PC2 0.03112PC1 0.7016 · PC2 0.234PC1 -0.8304 · PC2 0.2041PC1 -0.5645 · PC2 0.02892PC1 -0.3003 · PC2 -0.1187PC1 0.1678 · PC2 -0.2043PC1 0.08367 · PC2 0.002559PC1 0.5351 · PC2 0.06359PC1 -0.2753 · PC2 -0.02948PC1 0.3346 · PC2 -0.1424PC1 0.4299 · PC2 0.1934PC1 1.027 · PC2 0.02576PC1 0.8386 · PC2 0.01924PC1 -0.8284 · PC2 0.3041PC1 -0.4902 · PC2 -0.1966PC1 0.5544 · PC2 0.2459PC1 0.4957 · PC2 0.1455PC1 0.8066 · PC2 0.02129PC1 -0.6358 · PC2 0.06166PC1 -0.445 · PC2 0.1112PC1 -0.5104 · PC2 0.03833PC1 0.4102 · PC2 0.2122PC1 0.003103 · PC2 -0.2809PC1 -0.7535 · PC2 -0.05418PC1 -0.2486 · PC2 -0.1593PC1 0.07057 · PC2 0.0285PC1 -0.4178 · PC2 -0.1686PC1 0.5467 · PC2 0.01236PC1 0.03044 · PC2 -0.09662PC1 -0.0641 · PC2 -0.197PC1 -0.4969 · PC2 0.01439PC1 -0.1415 · PC2 -0.003812PC1 0.536 · PC2 -0.01502PC1 1.352 · PC2 0.1004PC1 -0.2531 · PC2 0.08936PC1 -0.1641 · PC2 -0.1592PC1 -0.419 · PC2 0.1232PC1 -0.5143 · PC2 -0.05812PC1 -0.4003 · PC2 0.0159PC1 -0.4402 · PC2 -0.02758PC1 -0.1834 · PC2 -0.009235PC1 0.5382 · PC2 -0.1356PC1 0.3439 · PC2 0.1238PC1 0.9977 · PC2 -0.1367PC1 0.2538 · PC2 -0.228PC1 0.2357 · PC2 0.2544PC1 -0.1044 · PC2 0.144PC1 -0.2464 · PC2 -0.2056PC1 -0.2776 · PC2 0.08331PC1 -0.4968 · PC2 -0.07057PC1 0.3804 · PC2 0.1805PC1 0.2082 · PC2 0.2304PC1 -0.2995 · PC2 0.01323PC1 0.6003 · PC2 0.05704PC1 -0.08174 · PC2 -0.1696PC1 -0.1874 · PC2 0.1528PC1 1.041 · PC2 -0.3089PC1 0.6237 · PC2 0.06613PC1 1.155 · PC2 0.03075PC1 0.7652 · PC2 0.1707PC1 -0.08783 · PC2 0.0005194PC1 1.513 · PC2 -0.2057PC1 0.3487 · PC2 -0.3609PC1 0.2396 · PC2 -0.08107PC1 -0.6542 · PC2 0.1891PC1 -0.3181 · PC2 0.02048PC1 -0.1654 · PC2 -0.01432PC1 0.3981 · PC2 -0.04892PC1 0.6826 · PC2 0.3366PC1 0.6861 · PC2 -0.2101PC1 1.729 · PC2 0.227PC1 0.3556 · PC2 -0.04797PC1 -0.2706 · PC2 -0.1216PC1 1.468 · PC2 0.0256PC1 -0.4115 · PC2 0.1269PC1 -0.1861 · PC2 0.1919PC1 0.1212 · PC2 -0.1082PC1 -0.04624 · PC2 0.1409PC1 -0.08328 · PC2 0.2629PC1 0.91 · PC2 -0.2365PC1 1.02 · PC2 -0.01464PC1 1.132 · PC2 0.0785PC1 -0.03869 · PC2 0.04119PC1 -0.3987 · PC2 -0.0618PC1 0.03029 · PC2 0.1517PC1 -0.1104 · PC2 0.2075PC1 -0.4542 · PC2 0.01202PC1 -0.6699 · PC2 0.1173PC1 -0.0831 · PC2 0.2564PC1 -0.1952 · PC2 0.3015PC1 -0.501 · PC2 -0.0115PC1 -0.4137 · PC2 -0.01311PC1 -0.8522 · PC2 -0.1645PC1 0.02364 · PC2 -0.003768PC1 0.5418 · PC2 -0.4383PC1 -0.08446 · PC2 -0.1831PC1 1.331 · PC2 -0.05689PC1 -0.5986 · PC2 -0.08223PC1 -0.06583 · PC2 -0.02324PC1 1.286 · PC2 0.09598PC1 0.4496 · PC2 0.02746PC1 -0.2093 · PC2 -0.2131PC1 -0.2557 · PC2 0.1959PC1 0.2176 · PC2 0.09553PC1 0.6649 · PC2 0.08476PC1 1.295 · PC2 -0.2885PC1 -0.5662 · PC2 -0.1106PC1 0.2263 · PC2 -0.02882PC1 0.2448 · PC2 -0.05544PC1 0.04097 · PC2 0.138PC1 -0.09622 · PC2 0.05533PC1 0.001142 · PC2 0.1189PC1 0.2671 · PC2 0.03339PC1 -0.13 · PC2 -0.02343PC1 0.5314 · PC2 0.2231PC1 -0.03234 · PC2 0.09836PC1 0.478 · PC2 0.2805PC1 1.014 · PC2 0.07938PC1 0.1276 · PC2 0.303PC1 -0.6597 · PC2 0.3215PC1 -0.2059 · PC2 -0.1034PC1 -0.0533 · PC2 0.07983PC1 -0.3425 · PC2 0.1348PC1 -0.9109 · PC2 0.1865PC1 -0.3449 · PC2 0.141PC1 -0.07438 · PC2 0.1588PC1 -0.5565 · PC2 -0.01282PC1 -0.2743 · PC2 0.2011PC1 0.8415 · PC2 0.1234PC1 -0.4483 · PC2 0.1667PC1 0.3621 · PC2 0.1797PC1 1.8 · PC2 0.009725PC1 -0.9409 · PC2 0.2462PC1 0.9313 · PC2 0.02417PC1 -0.09089 · PC2 0.02307PC1 0.3743 · PC2 0.05009PC1 -1.048 · PC2 0.1598PC1 -0.5807 · PC2 -0.137PC1 0.2366 · PC2 0.007161PC1 -0.1004 · PC2 0.01557PC1 0.5331 · PC2 -0.05222PC1 0.6781 · PC2 -0.01168PC1 -0.1031 · PC2 0.2362PC1 0.1746 · PC2 0.1918PC1 -0.7083 · PC2 0.0533PC1 -0.2103 · PC2 0.05965PC1 -0.01544 · PC2 -0.04217PC1 -0.7112 · PC2 -0.0166PC1 0.4387 · PC2 0.1695PC1 -0.3136 · PC2 -0.03222PC1 -0.398 · PC2 0.1494PC1 1.255 · PC2 -0.3807PC1 0.07832 · PC2 0.09339PC1 0.2102 · PC2 0.1405PC1 -0.4656 · PC2 -0.1123PC1 -0.1784 · PC2 0.08843PC1 0.527 · PC2 -0.3577PC1 -0.7626 · PC2 -0.1096PC1 -0.464 · PC2 -0.2753PC1 -0.6064 · PC2 -0.1817PC1 -1.433 · PC2 -0.1071PC1 0.02725 · PC2 -0.02374PC1 0.9506 · PC2 -0.5047PC1 0.07958 · PC2 -0.1204PC1 -0.2565 · PC2 0.09067PC1 -0.05899 · PC2 0.2159PC1 0.4117 · PC2 -0.02398PC1 0.249 · PC2 0.198PC1 0.09165 · PC2 0.01705PC1 -0.06887 · PC2 -0.03442PC1 0.7677 · PC2 -0.0477PC1 -0.8115 · PC2 -0.142PC1 -0.6976 · PC2 -0.04327PC1 -0.2177 · PC2 0.1388PC1 0.628 · PC2 0.01256PC1 -0.4502 · PC2 -0.001727PC1 0.04141 · PC2 -0.03824PC1 0.7143 · PC2 -0.1761PC1 0.7486 · PC2 -0.02251PC1 0.8545 · PC2 -0.2478PC1 0.3593 · PC2 0.177PC1 -0.285 · PC2 -0.01171PC1 1.168 · PC2 -0.115PC1 0.2 · PC2 -0.08881PC1 0.3985 · PC2 0.07296PC1 0.06656 · PC2 -0.07407PC1 -0.2111 · PC2 -0.1297PC1 -0.521 · PC2 0.2241PC1 -0.04475 · PC2 0.08056PC1 -0.1501 · PC2 0.04299PC1 0.1353 · PC2 -0.07228PC1 -0.7246 · PC2 -0.2102PC1 -0.9892 · PC2 -0.064PC1 0.9393 · PC2 0.05339PC1 0.1202 · PC2 0.1591PC1 0.5373 · PC2 0.1025PC1 0.5519 · PC2 0.1518PC1 0.2385 · PC2 -0.1018PC1 0.9195 · PC2 0.1109PC1 0.4593 · PC2 -0.3251PC1 0.7836 · PC2 0.3005PC1 -0.114 · PC2 0.03924PC1 -0.1871 · PC2 0.148PC1 -0.6597 · PC2 0.02786PC1 0.4053 · PC2 0.3104PC1 0.1493 · PC2 0.07896PC1 0.2565 · PC2 0.01427PC1 0.3451 · PC2 0.1011PC1 0.9937 · PC2 0.1803PC1 0.6658 · PC2 -0.2015PC1 -0.1128 · PC2 0.1599PC1 -0.6363 · PC2 -0.2994PC1 0.3267 · PC2 -0.2828PC1 0.3875 · PC2 -0.1289PC1 0.3382 · PC2 -0.1942PC1 0.925 · PC2 -0.1098PC1 -0.1035 · PC2 0.0892PC1 -0.6775 · PC2 0.09128PC1 0.4751 · PC2 -0.1848PC1 0.2913 · PC2 -0.01679PC1 -0.3955 · PC2 -0.08702PC1 0.9555 · PC2 -0.4627PC1 -0.4131 · PC2 0.02728PC1 -0.5371 · PC2 -0.3395PC1 -0.1599 · PC2 0.1608PC1 -0.6972 · PC2 -0.1858PC1 0.5054 · PC2 0.3057PC1 -0.2229 · PC2 -0.00868PC1 0.2899 · PC2 0.1697PC1 -0.2034 · PC2 0.1632PC1 -0.3359 · PC2 0.1825PC1 1.558 · PC2 0.1091PC1 0.8474 · PC2 0.04966PC1 0.3497 · PC2 0.2599PC1 -0.06167 · PC2 0.1735PC1 -0.1721 · PC2 0.09128PC1 0.228 · PC2 0.1653PC1 0.408 · PC2 0.07444PC1 0.1262 · PC2 0.03941PC1 -0.02454 · PC2 0.05641PC1 0.2453 · PC2 -0.001393PC1 0.416 · PC2 -0.2982PC1 -0.05417 · PC2 -0.0499PC1 -0.2154 · PC2 0.04004PC1 0.5168 · PC2 -0.1952PC1 0.175 · PC2 0.1765PC1 -0.3627 · PC2 -0.1279PC1 0.3248 · PC2 -0.08099PC1 -0.1896 · PC2 -0.1366PC1 0.3465 · PC2 -0.1148PC1 0.4566 · PC2 -0.04971PC1 0.1947 · PC2 -0.3397PC1 0.4905 · PC2 -0.235PC1 0.5933 · PC2 -0.162PC1 -0.9864 · PC2 0.3695PC1 0.5173 · PC2 -0.01625PC1 0.1944 · PC2 -0.2349PC1 -0.3545 · PC2 0.1986PC1 0.619 · PC2 -0.03522PC1 0.2389 · PC2 0.1061PC1 0.1667 · PC2 0.123PC1 0.3878 · PC2 0.147PC1 0.5028 · PC2 0.02455PC1 -0.2674 · PC2 0.193PC1 0.4995 · PC2 0.04679PC1 -0.627 · PC2 -0.2484PC1 0.012 · PC2 -0.1359PC1 -0.1485 · PC2 0.08962PC1 -0.789 · PC2 -0.2721PC1 -0.4033 · PC2 0.08553PC1 -0.3584 · PC2 0.2388PC1 -0.4194 · PC2 -0.1025PC1 0.8665 · PC2 0.07676PC1 -0.2995 · PC2 0.05659PC1 0.2723 · PC2 -0.02969PC1 0.1804 · PC2 0.07042PC1 0.6152 · PC2 0.04542PC1 1.076 · PC2 -0.3104PC1 -0.3645 · PC2 -0.02588PC1 0.6738 · PC2 0.2634PC1 -0.08833 · PC2 0.2384PC1 0.2785 · PC2 -0.04459PC1 -0.2238 · PC2 0.1113PC1 1.609 · PC2 -0.3674PC1 0.476 · PC2 -0.04753PC1 0.514 · PC2 -0.05261PC1 1.025 · PC2 -0.506PC1 -0.1242 · PC2 -0.06359PC1 1.104 · PC2 0.2241PC1 -0.02214 · PC2 -0.03059PC1 -0.2088 · PC2 0.06931PC1 1.517 · PC2 -0.1182PC1 0.04046 · PC2 0.2514PC1 -0.1711 · PC2 0.06643PC1 -1.044 · PC2 0.05734PC1 -0.5649 · PC2 -0.06422PC1 0.4533 · PC2 -0.06002PC1 0.6274 · PC2 -0.2073PC1 0.136 · PC2 0.1103PC1 0.7173 · PC2 0.09597PC1 -0.07373 · PC2 0.1778PC1 0.1344 · PC2 0.1102PC1 -0.2626 · PC2 -0.001389PC1 -0.1937 · PC2 0.1694PC1 -0.6222 · PC2 -0.09895PC1 -0.6838 · PC2 -0.1599PC1 0.143 · PC2 -0.01549PC1 0.9043 · PC2 -0.1433PC1 0.6754 · PC2 -0.02524PC1 -0.1727 · PC2 0.0434PC1 0.6062 · PC2 0.03187PC1 0.3672 · PC2 0.1003PC1 1.174 · PC2 -0.0357PC1 -0.4691 · PC2 -0.0492PC1 0.2744 · PC2 -0.2388PC1 2.256 · PC2 0.2008PC1 -0.2541 · PC2 0.2402PC1 0.1665 · PC2 -0.1414PC1 0.4173 · PC2 0.1175PC1 -0.4522 · PC2 0.09749PC1 -0.151 · PC2 0.3101PC1 0.6398 · PC2 -0.4074PC1 -0.1247 · PC2 0.08818PC1 0.7678 · PC2 -0.007276PC1 0.6083 · PC2 0.2466PC1 0.058 · PC2 0.3441PC1 0.9805 · PC2 0.1938PC1 0.2011 · PC2 0.1393PC1 0.2059 · PC2 0.06523PC1 0.7699 · PC2 -0.02369PC1 -0.6643 · PC2 -0.1357PC1 0.1214 · PC2 -0.06854PC1 0.493 · PC2 0.04707PC1 0.3801 · PC2 0.02972PC1 0.2585 · PC2 0.09328PC1 -0.1118 · PC2 -0.03877PC1 -0.3828 · PC2 -0.04613PC1 -0.305 · PC2 -0.3511PC1 0.6234 · PC2 -0.07627PC1 0.7223 · PC2 0.1452PC1 0.4869 · PC2 -0.11PC1 0.7512 · PC2 0.2284PC1 -0.0099 · PC2 0.09781PC1 -0.08161 · PC2 0.0378PC1 0.6816 · PC2 0.03845PC1 0.9305 · PC2 0.04703PC1 (87.1%)PC2 (7.0%)800 scores
PCA explained variance0%25%50%75%100%PC1: 87.7% (cumulative 87.7%)1PC2: 6.7% (cumulative 94.4%)2PC3: 4.5% (cumulative 99.0%)3PC4: 0.4% (cumulative 99.3%)4PC5: 0.2% (cumulative 99.6%)5PC6: 0.1% (cumulative 99.7%)6PC7: 0.1% (cumulative 99.8%)7PC8: 0.0% (cumulative 99.9%)8PC9: 0.0% (cumulative 99.9%)9PC10: 0.0% (cumulative 99.9%)10cumulative explained variancePC variancecumulativeprincipal component · cumulative (dashed)
X-Y spectral correlation 6
X3 · WQ spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation5001,0001,5002,0002,5003,000|r|signed raxis · Pearson correlation scale
X3 · rh_s spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation5001,0001,5002,0002,5003,000|r|signed raxis · Pearson correlation scale
X3 · rh_r spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation5001,0001,5002,0002,5003,000|r|signed raxis · Pearson correlation scale
Targetmax |r|axis @ maxmean |r||r| ≥ .5
WQ0.8591.4e+030.69382.2%
rh_s0.7391.03e+030.57389.1%
rh_r0.9179200.67883.7%
Tref0.5649950.3165.1%
Tleaf0.2749080.07750.0%
Qamb0.5479080.351.1%

asd

X4 · NIR · asd
asd spectra0.000.250.500.751.0001,0002,0003,000q05-q95 envelopeq25-q75 envelopemedian spectrummedianq25–q75q05–q95wavelength / none400none — median 0.01119 (q25–q75 0.009191–0.01398)415none — median 0.007958 (q25–q75 0.006134–0.01068)430none — median 0.006834 (q25–q75 0.004998–0.009551)445none — median 0.00668 (q25–q75 0.004852–0.009682)460none — median 0.007068 (q25–q75 0.005023–0.01029)476none — median 0.007833 (q25–q75 0.005602–0.0113)491none — median 0.008084 (q25–q75 0.005697–0.01162)506none — median 0.008891 (q25–q75 0.006361–0.01289)521none — median 0.01219 (q25–q75 0.009012–0.01678)536none — median 0.01418 (q25–q75 0.01051–0.01896)551none — median 0.01913 (q25–q75 0.01454–0.02519)566none — median 0.02724 (q25–q75 0.02133–0.03579)581none — median 0.03923 (q25–q75 0.03108–0.05098)596none — median 0.03633 (q25–q75 0.02874–0.04759)612none — median 0.02212 (q25–q75 0.01704–0.02954)627none — median 0.02551 (q25–q75 0.01975–0.03455)642none — median 0.02505 (q25–q75 0.01949–0.03419)657none — median 0.01239 (q25–q75 0.009099–0.01676)672none — median 0.006581 (q25–q75 0.004285–0.01027)687none — median 0.01353 (q25–q75 0.009478–0.01968)702none — median 0.06789 (q25–q75 0.0498–0.09381)717none — median 0.2065 (q25–q75 0.1664–0.26)732none — median 0.3586 (q25–q75 0.2955–0.4271)747none — median 0.5212 (q25–q75 0.459–0.5863)763none — median 0.6418 (q25–q75 0.5867–0.7018)778none — median 0.6918 (q25–q75 0.6391–0.7452)793none — median 0.7212 (q25–q75 0.6725–0.7697)808none — median 0.7414 (q25–q75 0.6943–0.7859)823none — median 0.7559 (q25–q75 0.7114–0.7988)838none — median 0.7674 (q25–q75 0.7245–0.8086)853none — median 0.7776 (q25–q75 0.7352–0.817)868none — median 0.7854 (q25–q75 0.7442–0.8244)883none — median 0.7911 (q25–q75 0.7512–0.8295)899none — median 0.7954 (q25–q75 0.7569–0.8334)914none — median 0.7983 (q25–q75 0.7602–0.8362)929none — median 0.8013 (q25–q75 0.7633–0.8386)944none — median 0.8037 (q25–q75 0.766–0.841)959none — median 0.8046 (q25–q75 0.7676–0.8427)974none — median 0.8053 (q25–q75 0.7675–0.8424)989none — median 0.8055 (q25–q75 0.7673–0.8423)1,004none — median 0.8066 (q25–q75 0.7685–0.8432)1,019none — median 0.8071 (q25–q75 0.7689–0.843)1,035none — median 0.8072 (q25–q75 0.7693–0.843)1,050none — median 0.8071 (q25–q75 0.7695–0.8428)1,065none — median 0.8072 (q25–q75 0.7697–0.8426)1,080none — median 0.8071 (q25–q75 0.7697–0.8425)1,095none — median 0.8068 (q25–q75 0.7693–0.8422)1,110none — median 0.8058 (q25–q75 0.7685–0.8414)1,125none — median 0.8036 (q25–q75 0.7663–0.839)1,140none — median 0.7992 (q25–q75 0.7622–0.8337)1,155none — median 0.7922 (q25–q75 0.7561–0.8259)1,171none — median 0.7835 (q25–q75 0.7482–0.8167)1,186none — median 0.7768 (q25–q75 0.7417–0.8097)1,201none — median 0.7734 (q25–q75 0.7389–0.8063)1,216none — median 0.7754 (q25–q75 0.7406–0.8085)1,231none — median 0.7803 (q25–q75 0.7446–0.8129)1,246none — median 0.783 (q25–q75 0.7471–0.8159)1,261none — median 0.7836 (q25–q75 0.7479–0.8164)1,276none — median 0.7832 (q25–q75 0.7473–0.8161)1,291none — median 0.783 (q25–q75 0.7473–0.8158)1,306none — median 0.7823 (q25–q75 0.7468–0.8148)1,322none — median 0.7799 (q25–q75 0.745–0.8125)1,337none — median 0.7748 (q25–q75 0.7407–0.807)1,352none — median 0.7664 (q25–q75 0.7324–0.7976)1,367none — median 0.7557 (q25–q75 0.7224–0.7872)1,382none — median 0.7454 (q25–q75 0.7125–0.7762)1,397none — median 0.727 (q25–q75 0.6949–0.7574)1,412none — median 0.6914 (q25–q75 0.6592–0.7207)1,427none — median 0.6435 (q25–q75 0.6083–0.6756)1,442none — median 0.6109 (q25–q75 0.5733–0.6448)1,458none — median 0.6002 (q25–q75 0.5618–0.6355)1,473none — median 0.5992 (q25–q75 0.5607–0.634)1,488none — median 0.6001 (q25–q75 0.5619–0.6347)1,503none — median 0.6034 (q25–q75 0.5657–0.6379)1,518none — median 0.6087 (q25–q75 0.5716–0.6427)1,533none — median 0.6135 (q25–q75 0.5764–0.6467)1,548none — median 0.6157 (q25–q75 0.5787–0.6483)1,563none — median 0.6155 (q25–q75 0.5786–0.6477)1,578none — median 0.6149 (q25–q75 0.5783–0.6468)1,594none — median 0.6178 (q25–q75 0.5811–0.6494)1,609none — median 0.6223 (q25–q75 0.5861–0.6542)1,624none — median 0.6267 (q25–q75 0.5912–0.6585)1,639none — median 0.6291 (q25–q75 0.5933–0.6609)1,654none — median 0.6273 (q25–q75 0.5902–0.6589)1,669none — median 0.616 (q25–q75 0.5791–0.6494)1,684none — median 0.5968 (q25–q75 0.5601–0.6302)1,699none — median 0.5715 (q25–q75 0.5362–0.6078)1,714none — median 0.5532 (q25–q75 0.5177–0.5908)1,729none — median 0.5484 (q25–q75 0.5119–0.5873)1,745none — median 0.553 (q25–q75 0.5175–0.5907)1,760none — median 0.5545 (q25–q75 0.5186–0.5929)1,775none — median 0.5593 (q25–q75 0.5243–0.5973)1,790none — median 0.567 (q25–q75 0.5316–0.6034)1,805none — median 0.5738 (q25–q75 0.5374–0.6086)1,820none — median 0.578 (q25–q75 0.5418–0.6126)1,835none — median 0.5825 (q25–q75 0.5459–0.6169)1,850none — median 0.5855 (q25–q75 0.5488–0.6198)1,865none — median 0.5821 (q25–q75 0.5459–0.6174)1,881none — median 0.5593 (q25–q75 0.5242–0.5952)1,896none — median 0.5005 (q25–q75 0.4637–0.5387)1,911none — median 0.4107 (q25–q75 0.373–0.4542)1,926none — median 0.3512 (q25–q75 0.3125–0.4002)1,941none — median 0.3424 (q25–q75 0.3043–0.3929)1,956none — median 0.3617 (q25–q75 0.3249–0.4089)1,971none — median 0.3807 (q25–q75 0.3443–0.426)1,986none — median 0.3971 (q25–q75 0.3607–0.4416)2,001none — median 0.4111 (q25–q75 0.3735–0.4525)2,017none — median 0.4129 (q25–q75 0.3748–0.4544)2,032none — median 0.3967 (q25–q75 0.358–0.4383)2,047none — median 0.3698 (q25–q75 0.3302–0.4113)2,062none — median 0.3516 (q25–q75 0.3125–0.3942)2,077none — median 0.346 (q25–q75 0.3067–0.389)2,092none — median 0.3387 (q25–q75 0.2999–0.3836)2,107none — median 0.3291 (q25–q75 0.2906–0.3744)2,122none — median 0.3239 (q25–q75 0.2861–0.3695)2,137none — median 0.3224 (q25–q75 0.2842–0.3681)2,153none — median 0.3201 (q25–q75 0.2827–0.3661)2,168none — median 0.3226 (q25–q75 0.2849–0.3678)2,183none — median 0.3297 (q25–q75 0.2924–0.3748)2,198none — median 0.3386 (q25–q75 0.3005–0.3838)2,213none — median 0.3471 (q25–q75 0.309–0.3912)2,228none — median 0.3506 (q25–q75 0.3122–0.3948)2,243none — median 0.3339 (q25–q75 0.2964–0.3786)2,258none — median 0.3011 (q25–q75 0.2642–0.3451)2,273none — median 0.2729 (q25–q75 0.236–0.3167)2,288none — median 0.2551 (q25–q75 0.2196–0.3008)2,304none — median 0.2394 (q25–q75 0.2047–0.2847)2,319none — median 0.2398 (q25–q75 0.2055–0.2844)2,334none — median 0.2422 (q25–q75 0.2085–0.2876)2,349none — median 0.2403 (q25–q75 0.2068–0.2855)2,364none — median 0.2458 (q25–q75 0.2121–0.2904)2,379none — median 0.2523 (q25–q75 0.2182–0.296)2,394none — median 0.2529 (q25–q75 0.2185–0.2962)2,409none — median 0.2475 (q25–q75 0.2132–0.2913)2,424none — median 0.236 (q25–q75 0.2022–0.279)2,440none — median 0.217 (q25–q75 0.1838–0.2589)2,455none — median 0.1946 (q25–q75 0.1631–0.2356)2,470none — median 0.1785 (q25–q75 0.1481–0.2183)2,485none — median 0.1704 (q25–q75 0.1416–0.2098)2,500none — median 0.1689 (q25–q75 0.1395–0.2093)

Sampling

Wavelengths2,101
Axis range400–2,500 none
Mean spacing1 none
Griduniform
Observations2,079

Signal & quality

Value range-0.00114 – 1.23
Mean range0.00928 – 0.81
Mean level0.4862
Area1021
PTP0.8011
Noise RMS1.1581e-05
SNR4.2e+04
SNR dB9e+01 dB
Dynamic range0.801
Smoothness0.0001406
Saturated0.0%
X-outliers593

Integrity & artefacts

NaN ratio0.00%
Inf count0
Zero ratio0.00%
Spike count189,107
Spike rate4.33%
Jump count192,921
Jump rate4.42%
Clip fraction0.00%

Shape & reference

Baseline slope-0.025943
Curvature RMS0.00011825
D1 RMS0.0020168
RMS to mean0.04301
RMS p950.12254
SAM to mean0.048416
SAM p950.10745
Affine offset p950.079443
Affine gain p95 Δ0.1589
Affine residual p950.05105
Xcorr lag p950

Outliers & repeatability

PCA Q p95/median3.2
Hotelling T2 p95/median4.3
Mahalanobis H p95/median2.1
Repeat groups0

Dimensionality (PCA)

Effective rank2
PCs → 95% var3
PCs → 99% var6
Top-10 cum. var99.8%
Computed metric scores 29worst 1.00
FamilleMétrique calculéeValeurScoreNiveauInterprétation datasetCauses typiquesCalcul / scoring
Intégrité des donnéesNaN ratiointegrity.nan_ratio0%0.00faibleSpectre completErreur acquisition/exportcount(isnan(X)) / X.sizealert = min(1, nan_ratio / 0.05)
Intégrité des donnéesInf countintegrity.inf_count00.00faibleNormalCalculs invalidescount(isinf(X))alert = min(1, inf_count / 1)
Intégrité des donnéesZero ratiointegrity.zero_ratio0%0.00faibleNormalExport, saturationcount(X == 0) / count(finite X)alert = min(1, zero_ratio / 0.05)
Amplitude globaleMean reflectanceamplitude.mean_reflectance0.486210.18faibleTrop sombreFond, géométriemean(X finite)alert reuses baseline/shape drift because absolute reflectance ranges are technology-dependent
Amplitude globaleArea under curveamplitude.area_under_curve1021.40.18faibleNormalDistance sondetrapezoid(mean_spectrum, spectral_axis)alert reuses baseline/shape drift because area scale depends on axis and units
Amplitude globalePeak-to-peak (PTP)amplitude.peak_to_peak0.80110.00faibleVariabilité forteSaturationmax(mean_spectrum) - min(mean_spectrum)alert increases when dynamic range is abnormally flat
Amplitude globaleVarianceamplitude.variance0.0768240.00faibleNormal ou hétérogèneMauvais contactvar(X finite)alert increases when variance/dynamic range is abnormally flat
BruitNoise RMSnoise.noise_rms1.1581e-050.00faibleStableLampe, détecteurmedian MAD(second derivative) * 1.4826 / sqrt(6)alert = noise_rms / signal_scale, saturated at 5%
BruitSNRnoise.snr419840.00faibleBon signalAcquisitionmean(abs(X)) / noise_rmsalert decreases with SNR dB; >=40 dB is treated as low alert
BruitBandwise SNRnoise.bandwise_snr_min113.620.00faibleZone fiableDétecteurmin(abs(mean_spectrum) / local second-derivative noise)alert decreases with worst-band SNR dB; >=35 dB is treated as low alert
Artefacts locauxSpike countartefacts.spike_count189,1071.00fortArtefactsCosmic rays, splicecount robust outliers in second derivativealert follows spike_rate, saturated at 1%
Artefacts locauxSpike rateartefacts.spike_rate4.33%1.00fortSpectre suspectInterpolationspike_count / (n_samples * (n_features - 2))alert = min(1, spike_rate / 0.01)
Artefacts locauxJump countartefacts.jump_count192,9211.00fortRaccord détecteurSplicecount robust outliers in first derivativealert follows jump_rate, saturated at 1%
Artefacts locauxJump rateartefacts.jump_rate4.42%1.00fortProblème spectralCalibrationjump_count / (n_samples * (n_features - 1))alert = min(1, jump_rate / 0.01)
Artefacts locauxClip fractionartefacts.clip_fraction4.58e-05%0.00faibleNormalDétecteur saturéfraction of finite cells equal to repeated min/max extremaalert = min(1, clip_fraction / 0.01)
Forme spectraleBaseline slopeshape.baseline_slope-0.0259430.06faibleStableÉclairementlinear slope of mean_spectrum over normalized axisalert = abs(slope / signal_scale), saturated at 0.5
Forme spectraleCurvature RMSshape.curvature_rms0.000118250.01faibleLisseFond, splicemedian RMS(second derivative per spectrum)alert = curvature_rms / signal_scale, saturated at 1%
Forme spectraleD1 RMSshape.d1_rms0.00201680.05faiblePlatBiologie ou artefactmedian RMS(first derivative per spectrum)alert = d1_rms / signal_scale, saturated at 5%
Outliers multivariésPCA Q (SPE)outliers.pca_q_ratio3.21370.40faibleConformeArtefact, mélangep95(Q/SPE residual) / median(Q/SPE residual)alert = min(1, pca_q_ratio / 8)
Outliers multivariésHotelling T²outliers.hotelling_t2_ratio4.31130.54moyenExtrême mais cohérentVariabilité naturellep95(Hotelling T2) / median(Hotelling T2)alert = min(1, hotelling_t2_ratio / 8)
Outliers multivariésMahalanobis Houtliers.mahalanobis_h_ratio2.07640.52moyenOutlier globalDomaine différentp95(sqrt(T2)) / median(sqrt(T2))alert = min(1, mahalanobis_h_ratio / 4)
Comparaison à référenceRMS to mean spectrumreference.rms_to_mean_spectrum_p950.122540.61moyenSpectre différentDomain shiftp95 RMS distance to dataset mean spectrumalert = RMS_p95 / signal_scale, saturated at 25%
Comparaison à référenceSpectral Angle Mapper (SAM)reference.sam_to_mean_spectrum_p950.107450.31faibleSimilaireFond, géométriep95 spectral angle to dataset mean spectrumalert = min(1, SAM_p95 / 0.35 rad)
RépétabilitéRMS intra-IDrepeatability.rms_intra_id0.00faibleStablePositionnementmedian RMS distance to repeated-sample centroidalert = RMS_intra_ID / signal_scale, saturated at 10%
RépétabilitéSAM intra-IDrepeatability.sam_intra_id0.00faibleStableAcquisitionmedian SAM to repeated-sample centroidalert = min(1, SAM_intra_ID / 0.15 rad)
RépétabilitéCV intra-IDrepeatability.cv_intra_id0.00faibleStableOpérateurmedian within-ID band CValert = min(1, CV_intra_ID / 0.25)
Structure du datasetPCA score densitystructure.pca_score_density2.51520.89fortSous-populationsLots différents1 / median kNN distance in PCA score spacealert follows density_cv/profile structure complexity, not raw density alone
Structure du datasetLocal Outlier Factor (LOF)structure.local_outlier_factor_p952.67310.84fortSpectre isoléCas raresp95 approximate LOF from PCA-score kNN distancesalert = min(1, max(0, LOF_p95 - 1) / 2)
Structure du datasetIsolation Forest scorestructure.isolation_forest_score_p950.574910.89fortSpectre atypiqueDiverses causesp95 IsolationForest anomaly score on PCA scoresalert follows structure complexity; raw score is implementation-dependent
X4 PCA score plot-1001020-4-2024PC1 -2.505 · PC2 -1.13PC1 -1.212 · PC2 -1.165PC1 -2.047 · PC2 -0.9319PC1 0.2331 · PC2 -1.449PC1 -3.717 · PC2 -0.9986PC1 -1.85 · PC2 -1.049PC1 -0.9852 · PC2 0.8762PC1 -2.789 · PC2 -0.2791PC1 -5.865 · PC2 -0.5569PC1 -4.541 · PC2 0.3501PC1 -4.448 · PC2 -0.3711PC1 -2.398 · PC2 -0.492PC1 -1.836 · PC2 -0.9274PC1 2.047 · PC2 -0.9911PC1 -2.476 · PC2 0.4646PC1 -2.633 · PC2 -0.4989PC1 -0.886 · PC2 -0.5936PC1 -1.471 · PC2 -0.05662PC1 -0.3676 · PC2 -1.107PC1 -0.05485 · PC2 0.7444PC1 -2.228 · PC2 -0.9622PC1 -2.319 · PC2 0.3625PC1 -5.179 · PC2 -0.5663PC1 -5.095 · PC2 -0.7824PC1 -5.501 · PC2 -0.9515PC1 -1.537 · PC2 -1.894PC1 -3.094 · PC2 -0.8183PC1 -1.781 · PC2 -0.6398PC1 3.526 · PC2 0.6411PC1 0.8482 · PC2 0.2372PC1 -2.542 · PC2 -0.1593PC1 -1.68 · PC2 0.1014PC1 -3.597 · PC2 0.5206PC1 -2.258 · PC2 1.494PC1 -0.4181 · PC2 -0.5831PC1 -0.9787 · PC2 0.9946PC1 -5.335 · PC2 -1.188PC1 -4.722 · PC2 -0.4821PC1 -0.3434 · PC2 -0.2034PC1 -4.079 · PC2 -1.588PC1 -2.622 · PC2 -1.047PC1 -3.44 · PC2 -0.363PC1 -2.499 · PC2 -0.5683PC1 -1.825 · PC2 -0.8033PC1 -2.106 · PC2 -0.5746PC1 -4.626 · PC2 -0.6808PC1 -4.659 · PC2 -1.613PC1 -1.037 · PC2 0.1081PC1 -5.494 · PC2 -0.6789PC1 -2.878 · PC2 -0.9125PC1 2.755 · PC2 1.341PC1 -5.973 · PC2 -0.7311PC1 -1.145 · PC2 -0.6991PC1 -2.054 · PC2 -0.1615PC1 -2.443 · PC2 -0.4929PC1 -1.205 · PC2 -1.584PC1 -2.699 · PC2 -1.073PC1 -4.814 · PC2 -0.7941PC1 -2.324 · PC2 0.4068PC1 -3.42 · PC2 -1.699PC1 -4.558 · PC2 0.1766PC1 -1.523 · PC2 -1.591PC1 -3.254 · PC2 -0.06834PC1 -1.701 · PC2 0.04656PC1 -2.832 · PC2 -0.9236PC1 -2.648 · PC2 0.1389PC1 -1.779 · PC2 -0.1948PC1 -2.914 · PC2 -0.6649PC1 -1.667 · PC2 -0.9864PC1 -0.06116 · PC2 0.2505PC1 -0.1794 · PC2 -1.17PC1 -0.1764 · PC2 -1.143PC1 -1.248 · PC2 -0.7463PC1 -1.08 · PC2 -0.1545PC1 -2.153 · PC2 -0.1941PC1 -4.625 · PC2 -1.366PC1 -2.069 · PC2 0.4458PC1 -1.66 · PC2 -0.6171PC1 -2.201 · PC2 -1.794PC1 -0.5964 · PC2 -0.9677PC1 -4.027 · PC2 -0.9641PC1 -0.6517 · PC2 -2.853PC1 -3.925 · PC2 -0.669PC1 -2.797 · PC2 0.7469PC1 -2.402 · PC2 1.081PC1 -1.65 · PC2 0.4227PC1 -3.283 · PC2 0.1791PC1 -3.981 · PC2 -0.4314PC1 -2.889 · PC2 -0.6157PC1 -0.2607 · PC2 -2.432PC1 -2.724 · PC2 -0.5923PC1 -2.902 · PC2 -0.6748PC1 -0.6046 · PC2 -1.533PC1 1.638 · PC2 -0.0366PC1 -4.312 · PC2 -0.5139PC1 -1.073 · PC2 0.02602PC1 0.9474 · PC2 -0.3824PC1 -2.626 · PC2 -0.4719PC1 0.1554 · PC2 -1.447PC1 -2.621 · PC2 0.03436PC1 -1.859 · PC2 0.8165PC1 -2.012 · PC2 0.2336PC1 -1.488 · PC2 -0.3431PC1 -3.104 · PC2 0.4676PC1 -1.237 · PC2 -1.822PC1 -1.761 · PC2 -0.123PC1 -2.334 · PC2 -0.1004PC1 -2.333 · PC2 -0.3941PC1 -3.697 · PC2 0.7771PC1 -2.157 · PC2 -0.5298PC1 -1.553 · PC2 -0.8064PC1 -2.221 · PC2 -1.15PC1 0.9429 · PC2 -1.241PC1 -0.2702 · PC2 -0.8375PC1 -2.005 · PC2 -0.8822PC1 -2.35 · PC2 -1.128PC1 -1.138 · PC2 0.5882PC1 -3.142 · PC2 0.4423PC1 2.36 · PC2 0.9224PC1 1.071 · PC2 -0.9601PC1 -2.137 · PC2 0.9614PC1 -1.704 · PC2 -0.247PC1 -2.673 · PC2 0.00579PC1 -2.993 · PC2 0.385PC1 -1.467 · PC2 -1.661PC1 -3.12 · PC2 -0.2157PC1 -1.945 · PC2 -0.1474PC1 -3.456 · PC2 -0.454PC1 0.3093 · PC2 -1.748PC1 -1.47 · PC2 -0.41PC1 0.2052 · PC2 -0.9259PC1 -1.464 · PC2 -1.781PC1 0.1846 · PC2 1.011PC1 -1.043 · PC2 -0.4345PC1 -2.043 · PC2 -0.5596PC1 0.5645 · PC2 0.9179PC1 0.3875 · PC2 -0.05012PC1 -3.101 · PC2 -0.111PC1 -4.12 · PC2 -0.3888PC1 -0.339 · PC2 -0.9182PC1 0.7208 · PC2 -1.401PC1 -2.244 · PC2 0.5174PC1 -1.488 · PC2 -1.041PC1 -3.488 · PC2 -1.859PC1 -4.771 · PC2 0.3404PC1 -1.921 · PC2 0.2766PC1 -1.614 · PC2 0.03547PC1 -2.728 · PC2 0.9487PC1 -2.824 · PC2 -0.9192PC1 -1.582 · PC2 -1.249PC1 2.297 · PC2 -0.4124PC1 -3.222 · PC2 -0.1151PC1 -2.53 · PC2 -0.7674PC1 -3.367 · PC2 0.5427PC1 -2.718 · PC2 0.4864PC1 0.5173 · PC2 0.3947PC1 -1.426 · PC2 -0.5109PC1 -2.499 · PC2 0.1349PC1 -2.675 · PC2 -0.2513PC1 -1.059 · PC2 -0.6585PC1 -3.058 · PC2 -1.611PC1 -3.583 · PC2 0.3009PC1 0.01247 · PC2 -0.7081PC1 1.029 · PC2 -1.836PC1 -2.891 · PC2 -0.1975PC1 -3.557 · PC2 -0.9993PC1 -4.669 · PC2 -1.447PC1 -0.3116 · PC2 -0.2379PC1 -1.251 · PC2 -0.2093PC1 -1.893 · PC2 0.3794PC1 0.1184 · PC2 -0.7244PC1 -3.474 · PC2 -0.6684PC1 -3.563 · PC2 -1.72PC1 -2.665 · PC2 -0.1925PC1 -2.101 · PC2 0.1121PC1 1.069 · PC2 -0.744PC1 -0.5955 · PC2 -0.3096PC1 -1.649 · PC2 -0.05684PC1 0.4636 · PC2 -1.062PC1 -2.39 · PC2 0.1746PC1 -0.2268 · PC2 -0.08236PC1 -3.605 · PC2 -1.182PC1 -0.586 · PC2 0.4636PC1 -3.27 · PC2 -0.7358PC1 -2.208 · PC2 -0.004117PC1 -0.4222 · PC2 -0.9428PC1 -0.9933 · PC2 1.155PC1 -3.253 · PC2 0.0847PC1 -1.117 · PC2 -0.697PC1 -2.589 · PC2 -1.233PC1 -3.082 · PC2 -0.1074PC1 -2.707 · PC2 -0.9137PC1 -2.141 · PC2 0.1426PC1 -1.868 · PC2 -0.2737PC1 -1.916 · PC2 -1.792PC1 -0.06325 · PC2 0.8141PC1 -1.053 · PC2 0.7001PC1 -2.626 · PC2 -0.4326PC1 -3.78 · PC2 -0.2781PC1 -0.3654 · PC2 -0.4663PC1 -3.197 · PC2 -1.07PC1 -3.773 · PC2 -0.8502PC1 -2.92 · PC2 0.2105PC1 0.3967 · PC2 1.02PC1 1.095 · PC2 -1.364PC1 -2.155 · PC2 0.02761PC1 -2.712 · PC2 -0.8694PC1 -0.1083 · PC2 -0.6219PC1 -1.688 · PC2 -0.758PC1 0.8987 · PC2 -0.3674PC1 -1.13 · PC2 -0.6604PC1 0.3151 · PC2 0.07846PC1 -0.6538 · PC2 -0.01666PC1 -1.488 · PC2 0.1706PC1 -1.226 · PC2 1.197PC1 -2.704 · PC2 0.8596PC1 -0.7917 · PC2 -0.1016PC1 -0.1825 · PC2 0.235PC1 0.7261 · PC2 -0.8078PC1 3.701 · PC2 -1.979PC1 2.108 · PC2 -0.1692PC1 -0.1886 · PC2 1.38PC1 0.6602 · PC2 1.621PC1 -2.149 · PC2 1.629PC1 0.03519 · PC2 1.004PC1 0.2616 · PC2 0.7658PC1 0.02496 · PC2 1.86PC1 -0.1841 · PC2 0.7265PC1 1.729 · PC2 0.06119PC1 4.474 · PC2 -0.9085PC1 -2.202 · PC2 -1.16PC1 1.435 · PC2 0.4751PC1 2.717 · PC2 -0.2785PC1 9.528 · PC2 0.1225PC1 8.948 · PC2 -0.621PC1 -4.149 · PC2 0.2694PC1 0.1749 · PC2 1.588PC1 0.7515 · PC2 -1.309PC1 -0.6576 · PC2 1.768PC1 0.3275 · PC2 1.196PC1 0.4951 · PC2 0.7363PC1 -0.8466 · PC2 1.486PC1 1.9 · PC2 -1.017PC1 0.1931 · PC2 -0.1131PC1 0.6591 · PC2 -1.225PC1 -1.133 · PC2 1.387PC1 -2.106 · PC2 0.5082PC1 -2.904 · PC2 0.5448PC1 0.8188 · PC2 -0.06755PC1 -0.101 · PC2 0.03773PC1 -3.485 · PC2 0.4044PC1 4.248 · PC2 -0.5622PC1 1.368 · PC2 -0.05603PC1 -1.761 · PC2 0.4821PC1 0.4714 · PC2 0.1804PC1 5.71 · PC2 -0.8861PC1 0.4052 · PC2 -0.1769PC1 -0.2389 · PC2 0.3471PC1 -1.338 · PC2 0.2065PC1 -2.01 · PC2 -0.5316PC1 -1.673 · PC2 0.2508PC1 0.7005 · PC2 0.1053PC1 0.413 · PC2 1.456PC1 -0.2995 · PC2 0.2111PC1 0.1622 · PC2 0.0831PC1 0.3966 · PC2 1.743PC1 -0.8832 · PC2 -1.359PC1 2.748 · PC2 -1.6PC1 1.836 · PC2 -2.27PC1 -1.023 · PC2 -0.4626PC1 1.187 · PC2 -0.8012PC1 1.799 · PC2 -1.587PC1 -3.063 · PC2 -0.2791PC1 -2.123 · PC2 -0.666PC1 0.7431 · PC2 -0.6457PC1 -1.91 · PC2 -0.1516PC1 -1.991 · PC2 -1.025PC1 1.287 · PC2 1.348PC1 3.451 · PC2 -1.272PC1 -2.409 · PC2 -0.07207PC1 -0.8323 · PC2 -0.8336PC1 2.118 · PC2 -1.065PC1 3.826 · PC2 -1.916PC1 1.128 · PC2 -1.058PC1 2.125 · PC2 -0.3419PC1 3.445 · PC2 -1.392PC1 0.3678 · PC2 -0.3768PC1 0.5644 · PC2 0.5828PC1 1.583 · PC2 0.5087PC1 -0.03422 · PC2 -0.105PC1 -4.032 · PC2 -1.082PC1 -1.625 · PC2 -0.1529PC1 0.5692 · PC2 -0.2725PC1 1.661 · PC2 -0.5516PC1 0.8469 · PC2 -0.2319PC1 0.9805 · PC2 0.7598PC1 2.746 · PC2 0.9243PC1 1.519 · PC2 -0.3356PC1 -1.282 · PC2 1.004PC1 0.6947 · PC2 -0.4984PC1 0.292 · PC2 1.268PC1 0.4266 · PC2 2.076PC1 -3.016 · PC2 0.6697PC1 11.19 · PC2 0.1095PC1 -2.282 · PC2 -0.2003PC1 1.16 · PC2 1.411PC1 -0.6465 · PC2 1.745PC1 -1.258 · PC2 0.5185PC1 0.2363 · PC2 -0.4179PC1 3.881 · PC2 -1.789PC1 1.178 · PC2 0.08858PC1 0.002631 · PC2 0.3586PC1 0.287 · PC2 0.2404PC1 -0.7912 · PC2 -0.01783PC1 1.654 · PC2 -1.066PC1 1.925 · PC2 -1.964PC1 -1.495 · PC2 0.5183PC1 -1.064 · PC2 -0.2741PC1 0.6775 · PC2 0.1884PC1 0.7926 · PC2 0.2991PC1 -1.762 · PC2 1.043PC1 0.7957 · PC2 1.266PC1 0.9824 · PC2 -1.554PC1 0.6099 · PC2 -0.853PC1 -1.599 · PC2 1.003PC1 1.156 · PC2 0.6654PC1 2.99 · PC2 -0.3808PC1 0.9806 · PC2 -0.6615PC1 1.42 · PC2 -0.4256PC1 15.87 · PC2 2.811PC1 7.86 · PC2 0.3321PC1 4.446 · PC2 -0.147PC1 0.2586 · PC2 0.4728PC1 -0.2075 · PC2 2.321PC1 -1.163 · PC2 0.504PC1 2.518 · PC2 -0.4865PC1 0.01383 · PC2 0.1449PC1 11.11 · PC2 -1.099PC1 1.674 · PC2 -0.04695PC1 0.5776 · PC2 -0.08468PC1 -1.246 · PC2 -0.05732PC1 -0.6864 · PC2 1.624PC1 1.382 · PC2 0.2419PC1 -1.994 · PC2 1.067PC1 -2.62 · PC2 0.108PC1 -1.237 · PC2 -1.161PC1 -2.15 · PC2 -1.384PC1 8.062 · PC2 0.7314PC1 1.794 · PC2 -0.9584PC1 4.405 · PC2 -0.6116PC1 8.175 · PC2 0.966PC1 -0.9623 · PC2 2.109PC1 -0.568 · PC2 1.022PC1 3.108 · PC2 -0.6586PC1 2.749 · PC2 -1.462PC1 -0.8144 · PC2 2.183PC1 -0.9805 · PC2 0.1334PC1 -1.152 · PC2 0.3824PC1 -0.8143 · PC2 2.139PC1 0.3873 · PC2 1.547PC1 -0.7561 · PC2 1.28PC1 1.06 · PC2 1.001PC1 0.5067 · PC2 -2.518PC1 0.8942 · PC2 1.459PC1 -1.523 · PC2 0.4618PC1 -0.906 · PC2 -1.484PC1 0.8581 · PC2 0.1417PC1 1.261 · PC2 1.099PC1 0.4865 · PC2 -0.3867PC1 -0.7377 · PC2 -1.431PC1 -0.348 · PC2 -0.2864PC1 0.8713 · PC2 -0.1951PC1 -1.548 · PC2 -0.1441PC1 -1.138 · PC2 0.6347PC1 0.541 · PC2 0.7587PC1 1.178 · PC2 -0.9122PC1 3.186 · PC2 -1.988PC1 -0.7103 · PC2 -0.1982PC1 -2.813 · PC2 0.5199PC1 -1.477 · PC2 0.8915PC1 -1.882 · PC2 0.3512PC1 0.6346 · PC2 -1.571PC1 0.1842 · PC2 -0.5897PC1 1.319 · PC2 0.05856PC1 1.092 · PC2 0.3655PC1 -0.4818 · PC2 -0.764PC1 -1.543 · PC2 0.9084PC1 -1.7 · PC2 -0.3028PC1 -0.6802 · PC2 -0.1716PC1 0.6726 · PC2 0.633PC1 1.481 · PC2 0.2157PC1 -1.693 · PC2 1.389PC1 0.4598 · PC2 -1.373PC1 -0.1447 · PC2 0.04449PC1 -0.9814 · PC2 0.687PC1 1.251 · PC2 -0.8993PC1 4.189 · PC2 -1.189PC1 1.041 · PC2 0.4722PC1 7.785 · PC2 1.24PC1 8.927 · PC2 0.432PC1 -0.6047 · PC2 -0.7707PC1 0.8756 · PC2 1.215PC1 -0.02686 · PC2 -0.1522PC1 -0.6392 · PC2 0.9148PC1 2.8 · PC2 -1.952PC1 -0.343 · PC2 -1.126PC1 -1.339 · PC2 0.3951PC1 0.2494 · PC2 -0.7892PC1 0.7655 · PC2 -1.662PC1 1.495 · PC2 0.5732PC1 -2.333 · PC2 1.269PC1 -1.85 · PC2 1.397PC1 -0.7732 · PC2 1.556PC1 0.2636 · PC2 -0.992PC1 0.8494 · PC2 0.3756PC1 -2.578 · PC2 1.181PC1 -1.43 · PC2 0.5223PC1 1.932 · PC2 0.8107PC1 -0.5676 · PC2 1.307PC1 4.603 · PC2 -1.446PC1 -0.4371 · PC2 -0.987PC1 1.628 · PC2 -1.229PC1 -0.9893 · PC2 0.643PC1 -0.7525 · PC2 1.184PC1 -1.158 · PC2 1.577PC1 0.231 · PC2 1.559PC1 -0.228 · PC2 1.608PC1 0.9798 · PC2 0.4967PC1 -1.726 · PC2 -0.885PC1 -1.24 · PC2 -0.05041PC1 0.6382 · PC2 -0.3821PC1 -0.6357 · PC2 -0.5103PC1 1.016 · PC2 -0.6579PC1 -2.482 · PC2 1.11PC1 -2.449 · PC2 1.959PC1 0.3037 · PC2 0.1PC1 0.8294 · PC2 0.6151PC1 0.5094 · PC2 0.4317PC1 -0.4126 · PC2 -0.5008PC1 -0.1532 · PC2 0.244PC1 10.91 · PC2 -1.236PC1 3.39 · PC2 -1.363PC1 3.977 · PC2 -2.01PC1 3.514 · PC2 -2.096PC1 -1.86 · PC2 0.09125PC1 3.212 · PC2 -1.521PC1 0.4307 · PC2 -0.474PC1 2.76 · PC2 -0.2385PC1 0.3083 · PC2 1.049PC1 -0.3906 · PC2 1.523PC1 0.8256 · PC2 0.1544PC1 0.204 · PC2 1.949PC1 1.23 · PC2 -1.148PC1 -1.589 · PC2 2.175PC1 -0.7721 · PC2 1.366PC1 14.01 · PC2 -1.676PC1 0.2101 · PC2 0.9145PC1 -0.2927 · PC2 2.843PC1 -0.3287 · PC2 2.421PC1 3.75 · PC2 -0.3208PC1 4.104 · PC2 0.3674PC1 1.354 · PC2 1.88PC1 -0.3905 · PC2 1.085PC1 0.3563 · PC2 2.257PC1 1.303 · PC2 0.565PC1 2.586 · PC2 0.392PC1 2.046 · PC2 0.3801PC1 0.2263 · PC2 -0.07101PC1 -2.37 · PC2 0.5885PC1 3.554 · PC2 -2.191PC1 0.421 · PC2 0.4811PC1 -0.08437 · PC2 -0.4948PC1 -2.602 · PC2 0.8758PC1 -0.5817 · PC2 1.095PC1 -3.037 · PC2 0.5839PC1 2.688 · PC2 -2.068PC1 -0.5887 · PC2 1.06PC1 -1.622 · PC2 2.344PC1 -1.415 · PC2 1.771PC1 -0.4894 · PC2 -0.3126PC1 -1.927 · PC2 0.8443PC1 0.7023 · PC2 -0.1105PC1 8.142 · PC2 3.189PC1 -0.1184 · PC2 0.9153PC1 -0.04611 · PC2 1.703PC1 -0.3422 · PC2 0.8017PC1 -0.5584 · PC2 1.352PC1 2.453 · PC2 -1.306PC1 -0.9644 · PC2 -0.6285PC1 -2.371 · PC2 -0.5561PC1 -1.119 · PC2 0.4552PC1 -2.841 · PC2 0.4942PC1 -1.741 · PC2 -0.05287PC1 -1.63 · PC2 -0.9378PC1 -3.005 · PC2 -0.4665PC1 1.526 · PC2 1.494PC1 2.004 · PC2 0.1615PC1 1.772 · PC2 0.6667PC1 0.9697 · PC2 0.8524PC1 0.4999 · PC2 -0.7658PC1 0.8625 · PC2 0.9463PC1 0.01592 · PC2 1.756PC1 -2.146 · PC2 0.09118PC1 0.9424 · PC2 1.806PC1 -2.508 · PC2 -0.4829PC1 -1.314 · PC2 -0.4642PC1 0.4946 · PC2 1.411PC1 0.318 · PC2 0.06704PC1 0.8982 · PC2 2.135PC1 -0.2143 · PC2 1.686PC1 0.7827 · PC2 -1.344PC1 0.4433 · PC2 -0.9534PC1 1.794 · PC2 0.7689PC1 2.353 · PC2 0.1747PC1 0.9391 · PC2 1.274PC1 2.907 · PC2 -1.452PC1 9.135 · PC2 -1.092PC1 1.018 · PC2 -1.277PC1 -1.447 · PC2 1.327PC1 -1.01 · PC2 0.7996PC1 0.6194 · PC2 1.469PC1 -0.1092 · PC2 0.2202PC1 3.372 · PC2 -0.9979PC1 1.469 · PC2 -0.8719PC1 3.129 · PC2 -2.952PC1 0.1792 · PC2 -2.173PC1 5.606 · PC2 -0.1683PC1 3.885 · PC2 -1.863PC1 -0.6518 · PC2 0.4521PC1 -0.07816 · PC2 1.318PC1 -1.802 · PC2 1.308PC1 1.222 · PC2 0.4795PC1 -1.563 · PC2 0.8007PC1 -0.01666 · PC2 -1.63PC1 2.682 · PC2 -0.691PC1 4.128 · PC2 -1.4PC1 0.03133 · PC2 0.9162PC1 -1.383 · PC2 1.175PC1 -0.6551 · PC2 -0.3918PC1 -0.7355 · PC2 0.3925PC1 1.896 · PC2 1.69PC1 1.954 · PC2 2.372PC1 0.6318 · PC2 0.3906PC1 2.139 · PC2 -0.9827PC1 3.087 · PC2 0.6561PC1 0.4367 · PC2 0.3604PC1 -1.489 · PC2 1.723PC1 0.5147 · PC2 -0.3563PC1 1.859 · PC2 -0.07687PC1 -0.6028 · PC2 0.2985PC1 2.702 · PC2 -0.7793PC1 -1.477 · PC2 0.1064PC1 7.158 · PC2 1.43PC1 0.8875 · PC2 -1.673PC1 1.128 · PC2 0.08918PC1 -0.07742 · PC2 2.039PC1 0.7369 · PC2 -0.6189PC1 0.4093 · PC2 -0.4292PC1 1.736 · PC2 -1.557PC1 1.67 · PC2 -0.3421PC1 -1.214 · PC2 0.8396PC1 -1.401 · PC2 0.5359PC1 -0.2935 · PC2 0.8679PC1 0.6102 · PC2 0.04271PC1 1.132 · PC2 1.88PC1 0.8718 · PC2 0.7461PC1 10.62 · PC2 -1.38PC1 5.089 · PC2 0.3447PC1 1.629 · PC2 -1.119PC1 0.8481 · PC2 -0.1759PC1 -0.7314 · PC2 -1.418PC1 1.88 · PC2 -0.844PC1 2.106 · PC2 0.5092PC1 0.5688 · PC2 1.185PC1 -2.631 · PC2 0.3906PC1 -1.681 · PC2 -1.969PC1 -0.3674 · PC2 0.7033PC1 -1.306 · PC2 0.104PC1 -1.505 · PC2 -0.4026PC1 -1.638 · PC2 -1.28PC1 1.561 · PC2 0.9548PC1 0.8035 · PC2 -0.638PC1 -0.9203 · PC2 -0.1149PC1 0.1037 · PC2 2.132PC1 0.9416 · PC2 1.034PC1 2.715 · PC2 -0.6848PC1 -0.6312 · PC2 2.023PC1 8.411 · PC2 -0.3757PC1 1.273 · PC2 0.2623PC1 -2.135 · PC2 -0.6282PC1 -0.5998 · PC2 -0.6227PC1 -1.372 · PC2 1.244PC1 -1.037 · PC2 0.4527PC1 -3.444 · PC2 -0.3575PC1 1.292 · PC2 -0.5897PC1 1.29 · PC2 0.4066PC1 0.5379 · PC2 -0.2937PC1 -3.232 · PC2 -1.544PC1 -1.722 · PC2 1.969PC1 -1.598 · PC2 1.388PC1 -1.717 · PC2 0.771PC1 -0.3603 · PC2 1.306PC1 0.2253 · PC2 -2.17PC1 -0.4126 · PC2 0.5624PC1 -1.196 · PC2 -0.04682PC1 4.905 · PC2 0.3695PC1 0.5205 · PC2 1.329PC1 -0.7494 · PC2 -0.2928PC1 -1.437 · PC2 1.377PC1 -1.624 · PC2 1.485PC1 -0.7313 · PC2 -0.5586PC1 -0.5033 · PC2 1.126PC1 -2.446 · PC2 1.357PC1 -2.736 · PC2 1.646PC1 -1.252 · PC2 0.5196PC1 3.777 · PC2 1.598PC1 0.1858 · PC2 0.00525PC1 -0.2543 · PC2 0.6204PC1 -1.433 · PC2 0.3248PC1 -3.218 · PC2 -0.9717PC1 -0.9849 · PC2 -0.9244PC1 2.74 · PC2 -0.1292PC1 0.002186 · PC2 1.034PC1 -1.094 · PC2 0.6549PC1 9.476 · PC2 -0.4248PC1 -0.04156 · PC2 2.001PC1 1.165 · PC2 1.434PC1 3.158 · PC2 2.574PC1 0.8238 · PC2 1.385PC1 -0.7932 · PC2 1.763PC1 -0.1554 · PC2 2.06PC1 4.953 · PC2 -1.183PC1 -0.3285 · PC2 -1.358PC1 -0.7353 · PC2 -1.292PC1 -0.7226 · PC2 -2.234PC1 2.107 · PC2 1.424PC1 0.4064 · PC2 -0.04956PC1 -0.8171 · PC2 -0.4835PC1 0.6227 · PC2 -0.9179PC1 0.862 · PC2 -0.4333PC1 -0.1765 · PC2 0.4311PC1 -0.579 · PC2 1.59PC1 -1.254 · PC2 1.192PC1 1.122 · PC2 0.1208PC1 9.156 · PC2 2.411PC1 -0.5313 · PC2 -0.3936PC1 -2.988 · PC2 0.3363PC1 -1.645 · PC2 -1.909PC1 -0.2112 · PC2 0.4894PC1 0.693 · PC2 -0.3848PC1 -0.4725 · PC2 -0.7709PC1 -2.021 · PC2 0.225PC1 0.3419 · PC2 -0.4331PC1 -1.353 · PC2 0.5221PC1 4.127 · PC2 -1.905PC1 -1.621 · PC2 -1.84PC1 -1.097 · PC2 0.4484PC1 -2.723 · PC2 0.7383PC1 -3.346 · PC2 -0.8105PC1 -0.1054 · PC2 -0.05253PC1 -0.9723 · PC2 0.4723PC1 0.1301 · PC2 1.12PC1 2.174 · PC2 -0.1317PC1 -0.8432 · PC2 0.08442PC1 -0.1332 · PC2 -0.1409PC1 -1.316 · PC2 0.5604PC1 0.2548 · PC2 -0.5255PC1 2.56 · PC2 1.261PC1 0.3244 · PC2 0.2023PC1 4.784 · PC2 1.821PC1 -1.31 · PC2 1.428PC1 -1.277 · PC2 2.031PC1 1.89 · PC2 0.5857PC1 -0.2994 · PC2 1.785PC1 0.9144 · PC2 1.656PC1 -2.389 · PC2 -0.1118PC1 0.1868 · PC2 -0.7048PC1 0.2656 · PC2 0.9582PC1 -0.005783 · PC2 0.7211PC1 -1.813 · PC2 0.9223PC1 1.834 · PC2 -0.7757PC1 4.061 · PC2 0.4618PC1 -0.3012 · PC2 -2.096PC1 -1.114 · PC2 -0.0854PC1 3.108 · PC2 1.507PC1 7.656 · PC2 -0.8057PC1 0.5591 · PC2 0.1386PC1 -1.921 · PC2 0.03858PC1 -0.2712 · PC2 1.237PC1 8.494 · PC2 -0.4997PC1 1.005 · PC2 -0.2571PC1 2.997 · PC2 -0.9293PC1 1.099 · PC2 -0.3885PC1 -0.8338 · PC2 0.3778PC1 -0.04898 · PC2 -0.04823PC1 3.038 · PC2 -1.042PC1 -0.2892 · PC2 0.06019PC1 -1.076 · PC2 -0.3603PC1 1.776 · PC2 -1.471PC1 0.7253 · PC2 -1.284PC1 -1.971 · PC2 -0.7824PC1 5.858 · PC2 -0.204PC1 -1.829 · PC2 -0.3614PC1 0.2969 · PC2 1.558PC1 1.451 · PC2 -0.3957PC1 -0.6934 · PC2 0.6308PC1 4.569 · PC2 -1.427PC1 7.129 · PC2 -0.3704PC1 1.864 · PC2 -0.05466PC1 -0.2272 · PC2 2.001PC1 -0.4154 · PC2 1.098PC1 3.174 · PC2 1.523PC1 2.161 · PC2 0.1842PC1 1.026 · PC2 1.316PC1 1.902 · PC2 0.7168PC1 2.136 · PC2 -1.441PC1 0.8832 · PC2 -0.6836PC1 1.863 · PC2 0.8125PC1 0.2065 · PC2 -1.133PC1 -2.09 · PC2 2.112PC1 9.236 · PC2 -0.4598PC1 0.2026 · PC2 0.9045PC1 -1.554 · PC2 0.1335PC1 -1.375 · PC2 0.4646PC1 -0.09031 · PC2 0.01646PC1 -0.5701 · PC2 1.129PC1 6.393 · PC2 -0.7958PC1 0.6246 · PC2 -0.1319PC1 0.8244 · PC2 -0.3171PC1 -1.239 · PC2 1.102PC1 3.001 · PC2 -0.2183PC1 0.6348 · PC2 -1.686PC1 6.854 · PC2 0.6778PC1 0.3269 · PC2 -1.187PC1 0.1293 · PC2 -0.03257PC1 1.765 · PC2 -0.4752PC1 -1.144 · PC2 0.2091PC1 1.237 · PC2 -0.1578PC1 -1.036 · PC2 -0.4143PC1 0.554 · PC2 -0.09682PC1 2.312 · PC2 -0.9353PC1 0.6007 · PC2 1.32PC1 3.858 · PC2 -0.1416PC1 -0.5484 · PC2 0.1647PC1 -0.4379 · PC2 0.943PC1 11.76 · PC2 -1.405PC1 0.8168 · PC2 0.1238PC1 2.888 · PC2 2.424PC1 1.6 · PC2 1.66PC1 -2.329 · PC2 0.1427PC1 2.155 · PC2 0.1855PC1 0.7711 · PC2 0.8728PC1 -0.7745 · PC2 0.3187PC1 1.878 · PC2 -0.07643PC1 -0.2396 · PC2 1.38PC1 1.542 · PC2 1.264PC1 -1.142 · PC2 2.18PC1 0.2258 · PC2 1.87PC1 -0.5401 · PC2 1.309PC1 1.593 · PC2 0.3483PC1 0.5312 · PC2 0.124PC1 -1.325 · PC2 -1.121PC1 0.855 · PC2 0.1789PC1 -2.745 · PC2 -0.3391PC1 2.631 · PC2 -0.8043PC1 0.9171 · PC2 -0.227PC1 1.629 · PC2 -2.008PC1 -2.61 · PC2 0.3005PC1 -2.343 · PC2 0.358PC1 -0.1482 · PC2 -1.859PC1 -0.9489 · PC2 1.584PC1 -1.172 · PC2 -0.6291PC1 2.499 · PC2 -1.806PC1 -3.496 · PC2 -0.7214PC1 -0.9291 · PC2 -1.644PC1 0.5384 · PC2 0.2521PC1 1.022 · PC2 0.8266PC1 1.44 · PC2 -0.5171PC1 0.4184 · PC2 0.6123PC1 2.083 · PC2 -0.2354PC1 1.584 · PC2 -1.397PC1 0.7393 · PC2 0.7669PC1 -0.6974 · PC2 0.3465PC1 2.886 · PC2 -0.5469PC1 -2.399 · PC2 1.147PC1 0.9206 · PC2 1.071PC1 -0.5346 · PC2 0.8724PC1 0.4983 · PC2 0.6472PC1 0.07062 · PC2 -0.2617PC1 -0.3111 · PC2 -1.208PC1 -0.5312 · PC2 -0.4641PC1 -1.811 · PC2 0.1305PC1 0.9548 · PC2 0.4982PC1 10.12 · PC2 1.092PC1 0.3955 · PC2 0.5958PC1 1.25 · PC2 0.2388PC1 8.406 · PC2 0.9415PC1 8.292 · PC2 1.534PC1 10.07 · PC2 -0.3507PC1 2.431 · PC2 -1.272PC1 (81.9%)PC2 (12.0%)800 scores
PCA explained variance0%25%50%75%100%PC1: 81.0% (cumulative 81.0%)1PC2: 12.6% (cumulative 93.6%)2PC3: 3.3% (cumulative 96.9%)3PC4: 1.0% (cumulative 97.9%)4PC5: 0.8% (cumulative 98.7%)5PC6: 0.5% (cumulative 99.2%)6PC7: 0.3% (cumulative 99.5%)7PC8: 0.2% (cumulative 99.6%)8PC9: 0.1% (cumulative 99.8%)9PC10: 0.1% (cumulative 99.8%)10cumulative explained variancePC variancecumulativeprincipal component · cumulative (dashed)
X-Y spectral correlation 6
X4 · WQ spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation01,0002,0003,000|r|signed raxis · Pearson correlation scale
X4 · rh_s spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation01,0002,0003,000|r|signed raxis · Pearson correlation scale
X4 · rh_r spectral correlation-1-0.500.51absolute correlation envelopesigned correlationabsolute correlation01,0002,0003,000|r|signed raxis · Pearson correlation scale
Targetmax |r|axis @ maxmean |r||r| ≥ .5
WQ0.6182,2520.31328.9%
rh_s0.4312,1860.2580.0%
rh_r0.868020.58359.7%
Tref0.8098560.53959.3%
Tleaf0.3761,6620.2370.0%
Qamb0.4071,6670.3220.0%

Metric interpretation reference

Metric catalog 29
FamilleMétriqueCe qu’elle détecteForte valeur =Faible valeur =Causes typiquesCalcul / score
Intégrité des donnéesNaN ratioDonnées manquantesSpectre corrompuSpectre completErreur acquisition/exportcount(isnan(X)) / X.sizealert = min(1, nan_ratio / 0.05)
Intégrité des donnéesInf countValeurs infiniesCorruptionNormalCalculs invalidescount(isinf(X))alert = min(1, inf_count / 1)
Intégrité des donnéesZero ratioColonnes ou cellules nullesSpectre tronquéNormalExport, saturationcount(X == 0) / count(finite X)alert = min(1, zero_ratio / 0.05)
Amplitude globaleMean reflectanceNiveau moyenTrop clair / fond visibleTrop sombreFond, géométriemean(X finite)alert reuses baseline/shape drift because absolute reflectance ranges are technology-dependent
Amplitude globaleArea under curveIntensité globaleDifférence d'éclairementNormalDistance sondetrapezoid(mean_spectrum, spectral_axis)alert reuses baseline/shape drift because area scale depends on axis and units
Amplitude globalePeak-to-peak (PTP)DynamiqueVariabilité forteSpectre platSaturationmax(mean_spectrum) - min(mean_spectrum)alert increases when dynamic range is abnormally flat
Amplitude globaleVarianceVariabilité spectraleNormal ou hétérogèneSpectre platMauvais contactvar(X finite)alert increases when variance/dynamic range is abnormally flat
BruitNoise RMSBruit haute fréquenceBruitéStableLampe, détecteurmedian MAD(second derivative) * 1.4826 / sqrt(6)alert = noise_rms / signal_scale, saturated at 5%
BruitSNRQualité signalBon signalMauvais signalAcquisitionmean(abs(X)) / noise_rmsalert decreases with SNR dB; >=40 dB is treated as low alert
BruitBandwise SNRBruit localiséZone fiableZone problématiqueDétecteurmin(abs(mean_spectrum) / local second-derivative noise)alert decreases with worst-band SNR dB; >=35 dB is treated as low alert
Artefacts locauxSpike countPics étroitsArtefactsSpectre propreCosmic rays, splicecount robust outliers in second derivativealert follows spike_rate, saturated at 1%
Artefacts locauxSpike rateDensité de picsSpectre suspectNormalInterpolationspike_count / (n_samples * (n_features - 2))alert = min(1, spike_rate / 0.01)
Artefacts locauxJump countDiscontinuitésRaccord détecteurContinuSplicecount robust outliers in first derivativealert follows jump_rate, saturated at 1%
Artefacts locauxJump rateFréquence de sautsProblème spectralNormalCalibrationjump_count / (n_samples * (n_features - 1))alert = min(1, jump_rate / 0.01)
Artefacts locauxClip fractionSaturationClippingNormalDétecteur saturéfraction of finite cells equal to repeated min/max extremaalert = min(1, clip_fraction / 0.01)
Forme spectraleBaseline slopePente globaleDériveStableÉclairementlinear slope of mean_spectrum over normalized axisalert = abs(slope / signal_scale), saturated at 0.5
Forme spectraleCurvature RMSCourbureForme inhabituelleLisseFond, splicemedian RMS(second derivative per spectrum)alert = curvature_rms / signal_scale, saturated at 1%
Forme spectraleD1 RMSVariabilité localeSpectre structuréPlatBiologie ou artefactmedian RMS(first derivative per spectrum)alert = d1_rms / signal_scale, saturated at 5%
Outliers multivariésPCA Q (SPE)Non expliqué par PCASpectre atypiqueConformeArtefact, mélangep95(Q/SPE residual) / median(Q/SPE residual)alert = min(1, pca_q_ratio / 8)
Outliers multivariésHotelling T²Extrême dans PCAExtrême mais cohérentCentralVariabilité naturellep95(Hotelling T2) / median(Hotelling T2)alert = min(1, hotelling_t2_ratio / 8)
Outliers multivariésMahalanobis HDistance au nuageOutlier globalPopulation normaleDomaine différentp95(sqrt(T2)) / median(sqrt(T2))alert = min(1, mahalanobis_h_ratio / 4)
Comparaison à référenceRMS to mean spectrumDistance moyenneSpectre différentTypiqueDomain shiftp95 RMS distance to dataset mean spectrumalert = RMS_p95 / signal_scale, saturated at 25%
Comparaison à référenceSpectral Angle Mapper (SAM)Différence de formeForme différenteSimilaireFond, géométriep95 spectral angle to dataset mean spectrumalert = min(1, SAM_p95 / 0.35 rad)
RépétabilitéRMS intra-IDReproductibilitéMauvaise répétabilitéStablePositionnementmedian RMS distance to repeated-sample centroidalert = RMS_intra_ID / signal_scale, saturated at 10%
RépétabilitéSAM intra-IDVariation de formeInstableStableAcquisitionmedian SAM to repeated-sample centroidalert = min(1, SAM_intra_ID / 0.15 rad)
RépétabilitéCV intra-IDVariabilité interneMauvais contrôleStableOpérateurmedian within-ID band CValert = min(1, CV_intra_ID / 0.25)
Structure du datasetPCA score densityClustersSous-populationsHomogèneLots différents1 / median kNN distance in PCA score spacealert follows density_cv/profile structure complexity, not raw density alone
Structure du datasetLocal Outlier Factor (LOF)Anomalie localeSpectre isoléPopulation normaleCas raresp95 approximate LOF from PCA-score kNN distancesalert = min(1, max(0, LOF_p95 - 1) / 2)
Structure du datasetIsolation Forest scoreAnomalie globaleSpectre atypiqueNormalDiverses causesp95 IsolationForest anomaly score on PCA scoresalert follows structure complexity; raw score is implementation-dependent
Technology-specific extensions
TechnologieAdaptations / métriquesAnomalies cibléesCommentaire pratique
UV-Vis 300-1000 nmBaseline, pente globale, dérive aux bords 300-350 et 900-1000; métriques par zonesLumière parasite, mauvais blanc, saturation, faible signal aux extrémitésLes bords sont souvent instables; calculer aussi des scores edge/middle.
UV-Vis 300-1000 nmSaturation / clipping proche absorbance max ou réflectance maxSignal écrêtéTrès important si absorption forte.
UV-Vis 300-1000 nmRed-edge, position de maximum, ratios de bandes si végétalDécalage biologique ou artefact optiqueAide à distinguer changement réel et problème d'acquisition.
UV-Vis 300-1000 nmSmoothness / roughness indexBruit haute fréquenceSouvent plus informatif que le SNR seul.
MIR / ATR-FTIRATR contact quality index: intensité globale, aire totale, profondeur des bandes clésMauvais contact cristal-échantillonCrucial: beaucoup d'anomalies viennent du contact ATR.
MIR / ATR-FTIRCO2 / H2O atmospheric bandsMauvaise correction atmosphériquePics parasites fréquents.
MIR / ATR-FTIRBaseline curvature / rubber-band residualDiffusion, contact, dérive baselineTrès utile avant PCA.
MIR / ATR-FTIRPeak position shiftMauvais alignement spectral / calibrationImportant en FTIR car de petits shifts comptent.
MIR / ATR-FTIRBand area ratios sur bandes connuesSpectre chimiquement incohérentÀ adapter par matrice: polysaccharides, protéines, lipides, etc.
HS-MSTotal Ion Current (TIC), Base Peak Intensity (BPI)Injection faible, ionisation instableÉquivalent MS du niveau global spectral.
HS-MSNombre de pics détectésSpectre pauvre ou trop bruitéTrop peu = mauvais signal; trop = bruit/contamination.
HS-MSMass accuracy / m/z driftProblème calibration masseFondamental en HRMS.
HS-MSRetention time drift si LC/GC-MSDérive chromatographiqueÀ suivre sur standards/QC pools.
HS-MSBlank contamination scoreContaminants / carry-overComparer échantillons vs blancs.
HS-MSInternal standard CVVariabilité instrumentaleTrès robuste si standards disponibles.
HS-MSMissingness par featureInstabilité de détectionCrucial pour filtrer les variables.
Avec répétitionsRMS intra-échantillonRépétabilité globaleApplicable à toutes les technologies.
Avec répétitionsSAM / corrélation intra-échantillonRépétabilité de formeTrès utile pour spectres.
Avec répétitionsCV intra-échantillon par bande / featureRépétabilité localeDétecte les zones instables.
Avec répétitionsICC ou variance componentsPart variance échantillon vs techniqueTrès utile si plusieurs répétitions par sample.
Avec répétitionsDistance au centroïde intra-IDRépétition aberrantePermet de flagger la mauvaise répétition plutôt que le sample entier.
Bug-hunting / supervised audits
Famille de bug potentielMéthodes à ajouterCe que ça détecteÉtat dans l’explorateur
Shift spectral globalCorrélation spectre moyen inter-dataset, DTW, cross-correlation, comparaison positions de picsDécalage en longueur d'onde, mauvais alignement, interpolation différentePartiellement calculé: cross-correlation lag et dispersion des positions de pics vs spectre moyen.
Baseline / offset / gainRégression chaque spectre vs spectre moyen: x = a + b ref + residual; suivi de a, b, RMS résiduelOffset additif, effet multiplicatif, dérive de baselineCalculé dans reference.affine_*.
Mélange de lignes / mauvais appariement X-M-YVérification index, hash des lignes, duplication ID, distance spectrale intra-ID, labels incohérentsLignes mélangées, metadata mal alignées, Y attribué au mauvais spectrePartiellement couvert par répétabilité intra-ID; checks index/hash à ajouter au pipeline canonical.
Fuite d'information / répétitions mal splitéesGroupKFold par sample_id vs StratifiedKFold random; audit des partitions par sample_idPerformance artificiellement bonne due aux répétitionsNécessite splits et benchmark modèle; non calculé par la carte descriptive.
Label bugsÉchantillons proches en X mais Y différents, confident learning, erreurs systématiques FP/FNY inversés, erreurs de saisie, classes ambiguësNécessite Y et/ou modèle; recommandé pour l'explorateur supervisé.
Sous-domaines cachésPCA/UMAP/t-SNE + clustering non supervisé + association avec dataset/Y/date/operatorLots, campagnes, sondes, backgrounds non renseignésPartiellement calculé par structure PCA/LOF; UMAP/t-SNE hors carte statique.
Artefacts localisés inconnusCarte wavelength x dataset: différence moyenne, différence variance, KS par longueur d'ondeRégions spectrales anormales non anticipéesÀ calculer au niveau banque quand plusieurs datasets partagent un axe spectral.
Ruptures instrumentalesDiscontinuités dans dérivées, changepoint detectionSplice, raccord détecteur, saut local non prévuCalculé par jump/spike rates; changepoint plus avancé à ajouter.
Mélange / contamination spectraleNMF / unmixing / reconstruction par convex hullComposante externe: fond, plastique, solNon calculé automatiquement; nécessite hypothèses de composants ou grande bibliothèque.
Features instables mais prédictivesImportance modèle vs instabilité QC par variableModèle qui apprend un artefact plutôt qu'un signal biologiqueNécessite modèle supervisé; recommandé pour rapports de benchmark.

Variables

Targets 31

LMA

target · categorical
LMA classes4,838310269993624,83831026999362: 11114,626103679204424,62610367920442: 10103,5084823010483,508482301048: 10104,27242602788914,2724260278891: 10104,017778118942074,01777811894207: 993,550923619205843,55092361920584: 993,932895482626393,93289548262639: 994,498779724730914,49877972473091: 994,575704837594314,57570483759431: 884,371455770257394,37145577025739: 88+10 more+10 more: 7777
n / missing2,079 / 0
Classes1,168
Balance (entropy)0.97
Imbalance ratio11
Top class4,83831026999362 (11)

WCf

target · categorical
WCf classes0,7301337529504330,730133752950433: 220,7377220480668760,737722048066876: 220,721658206429780,72165820642978: 220,7153225806451610,715322580645161: 220,7569444444444440,756944444444444: 220,7333333333333330,733333333333333: 220,722734254992320,72273425499232: 220,7322929171668670,732292917166867: 220,750,75: 220,70,7: 22+10 more+10 more: 1313
n / missing2,079 / 643
Classes1,423
Balance (entropy)1
Imbalance ratio2
Top class0,730133752950433 (2)

WQ

target · numeric
WQ distribution05101561 – 64.17: 664.17 – 67.33: 267.33 – 70.5: 370.5 – 73.67: 173.67 – 76.83: 476.83 – 80: 480 – 83.17: 1183.17 – 86.33: 986.33 – 89.5: 889.5 – 92.67: 692.67 – 95.83: 895.83 – 99: 599 – 102.2: 6102.2 – 105.3: 2105.3 – 108.5: 3108.5 – 111.7: 2111.7 – 114.8: 2114.8 – 118: 0118 – 121.2: 2121.2 – 124.3: 1124.3 – 127.5: 0127.5 – 130.7: 0130.7 – 133.8: 0133.8 – 137: 11020501002005001,000
n / missing2,079 / 1,993
Mean ± SD88.62 ± 15
Median87
Range61 – 137
CV0.17
Skew / kurtosis0.43 / 0.56
Normal?yes

An

target · categorical
n / missing2,079 / 1,972
Classes107
Balance (entropy)1
Imbalance ratio1
Top class1,639896968 (1)

PSI

target · categorical
PSI classes-0,637-0,637: 22-1,085-1,085: 22-0,786-0,786: 22-0,95-0,95: 11-1,548-1,548: 11-0,613-0,613: 11-1,151-1,151: 11-1,363-1,363: 11-0,526-0,526: 11-0,778-0,778: 11+10 more+10 more: 1010
n / missing2,079 / 1,974
Classes102
Balance (entropy)1
Imbalance ratio2
Top class-0,637 (2)

WUEintr

target · categorical
n / missing2,079 / 1,975
Classes104
Balance (entropy)1
Imbalance ratio1
Top class183,344392601678 (1)

WUEinst

target · categorical
n / missing2,079 / 1,975
Classes104
Balance (entropy)1
Imbalance ratio1
Top class11,3140818666648 (1)

gsw

target · categorical
gsw classes0,32404050,3240405: 220,04253350,0425335: 220,0679750,067975: 220,0101070,010107: 220,40206450,4020645: 110,21857950,2185795: 110,3924980,392498: 110,3556840,355684: 110,3472653333333330,347265333333333: 110,42683450,4268345: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,074
Balance (entropy)1
Imbalance ratio2
Top class0,3240405 (2)

gbw

target · categorical
gbw classes2,9186052,918605: 552,91854352,9185435: 442,91898152,9189815: 442,9184472,918447: 442,9181482,918148: 442,919292,91929: 332,9189422,918942: 332,91938052,9193805: 332,9182682,918268: 332,9188982,918898: 33+10 more+10 more: 3030
n / missing2,079 / 1
Classes1,739
Balance (entropy)0.99
Imbalance ratio5
Top class2,918605 (5)

gtw

target · categorical
gtw classes0,01473650,0147365: 220,02916850,0291685: 220,0031110,003111: 220,0711440,071144: 220,00547050,0054705: 220,01006950,0100695: 220,3517030,351703: 110,20335050,2033505: 110,3426656666666670,342665666666667: 110,31692850,3169285: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,072
Balance (entropy)1
Imbalance ratio2
Top class0,0147365 (2)

E_apparent

target · categorical
E_apparent classes0,00023300150,0002330015: 220,0109969170,010996917: 110,0067085010,006708501: 110,01135421033333330,0113542103333333: 110,0074918630,007491863: 110,0077224530,007722453: 110,0106272310,010627231: 110,00669276350,0066927635: 110,008268417666666670,00826841766666667: 110,009760106333333330,00976010633333333: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class0,0002330015 (2)

VPcham

target · categorical
VPcham classes2,32352952,3235295: 222,08220952,0822095: 111,94429851,9442985: 112,096354333333332,09635433333333: 112,58186752,5818675: 112,679789666666672,67978966666667: 112,1412432,141243: 112,0189722,018972: 112,742197333333332,74219733333333: 112,725827333333332,72582733333333: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class2,3235295 (2)

VPref

target · categorical
VPref classes2,50619552,5061955: 222,31698752,3169875: 221,7749441,774944: 111,7570181,757018: 111,779265333333331,77926533333333: 112,37338052,3733805: 112,465231666666672,46523166666667: 111,8440281,844028: 111,83178151,8317815: 112,5125862,512586: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,076
Balance (entropy)1
Imbalance ratio2
Top class2,5061955 (2)

VPleaf

target · categorical
VPleaf classes4,59572054,5957205: 225,14704355,1470435: 115,15091155,1509115: 115,3830975,383097: 114,8867184,886718: 115,1645095,164509: 114,92411054,9241105: 115,47556555,4755655: 115,518936333333335,51893633333333: 115,178082666666675,17808266666667: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class4,5957205 (2)

VPDleaf

target · categorical
VPDleaf classes2,4410382,441038: 222,20094352,2009435: 222,2721912,272191: 223,06483453,0648345: 113,20661253,2066125: 113,2867433,286743: 112,304852,30485: 112,484718666666672,48471866666667: 112,78286752,7828675: 113,4565943,456594: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,075
Balance (entropy)1
Imbalance ratio2
Top class2,441038 (2)

H2O_r

target · categorical
H2O_r classes22,795013522,7950135: 2217,573835517,5738355: 1117,44182817,441828: 1117,620391333333317,6203913333333: 1123,498162523,4981625: 1124,407914333333324,4079143333333: 1118,255212518,2552125: 1118,13577518,135775: 1124,875879333333324,8758793333333: 1124,31344624,313446: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class22,7950135 (2)

H2O_s

target · categorical
H2O_s classes22,85937522,859375: 2220,616118520,6161185: 1119,30095419,300954: 1120,760492666666720,7604926666667: 1125,56234125,562341: 1126,532253333333326,5322533333333: 1121,19754221,197542: 1119,989074519,9890745: 1127,149146333333327,1491463333333: 1126,99716226,997162: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class22,859375 (2)

H2O_leaf

target · categorical
H2O_leaf classes45,21366745,213667: 2250,96117850,961178: 1151,132835551,1328355: 1153,309964333333353,3099643333333: 1148,381870548,3818705: 1151,1330451,13304: 1148,74693548,746935: 1154,211509554,2115095: 1154,64029354,640293: 1151,285044333333351,2850443333333: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class45,213667 (2)

Fs

target · categorical
Fs classes110,3550185110,3550185: 2286,25215186,252151: 22145,273628145,273628: 11102,907776102,907776: 11130,193112666667130,193112666667: 11167,0374295167,0374295: 11198,543666198,543666: 11135,7587585135,7587585: 11106,184723106,184723: 11122,739433333333122,739433333333: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,076
Balance (entropy)1
Imbalance ratio2
Top class110,3550185 (2)

Fm.

target · categorical
Fm. classes108,7147905108,7147905: 22204,2837985204,2837985: 11157,170021157,170021: 11207,655431207,655431: 11217,436195217,436195: 11277,596095277,596095: 11199,269211199,269211: 11177,563904177,563904: 11198,261922333333198,261922333333: 11236,848327666667236,848327666667: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class108,7147905 (2)

PhiPS2

target · categorical
PhiPS2 classes0,39371050,3937105: 220,28788550,2878855: 220,2067250,206725: 220,2941010,294101: 110,3456570,345657: 110,3718110,371811: 110,23150050,2315005: 110,2944433333333330,294443333333333: 110,3187460,318746: 110,4007690,400769: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,075
Balance (entropy)1
Imbalance ratio2
Top class0,3937105 (2)

ETR

target · categorical
ETR classes57,31755157,317551: 22201,6514435201,6514435: 11232,944107232,944107: 11248,873311333333248,873311333333: 11144,6848375144,6848375: 11189,447479189,447479: 11219,11911219,11911: 11284,6010435284,6010435: 11255,239786666667255,239786666667: 11233,224172233,224172: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,077
Balance (entropy)1
Imbalance ratio2
Top class57,317551 (2)

rh_s

target · numeric
rh_s distribution012338 – 38.88: 138.88 – 39.75: 139.75 – 40.62: 040.62 – 41.5: 041.5 – 42.38: 042.38 – 43.25: 043.25 – 44.12: 044.12 – 45: 045 – 45.88: 345.88 – 46.75: 046.75 – 47.62: 047.62 – 48.5: 048.5 – 49.38: 049.38 – 50.25: 050.25 – 51.12: 051.12 – 52: 052 – 52.88: 052.88 – 53.75: 153.75 – 54.62: 054.62 – 55.5: 155.5 – 56.38: 056.38 – 57.25: 057.25 – 58.12: 058.12 – 59: 1102050100
n / missing2,079 / 2,071
Mean ± SD47.38 ± 7.56
Median45
Range38 – 59
CV0.16
Skew / kurtosis0.33 / -1.2
Normal?yes

rh_r

target · numeric
rh_r distribution00133 – 34.04: 134.04 – 35.08: 035.08 – 36.12: 036.12 – 37.17: 037.17 – 38.21: 038.21 – 39.25: 039.25 – 40.29: 040.29 – 41.33: 141.33 – 42.38: 042.38 – 43.42: 043.42 – 44.46: 044.46 – 45.5: 145.5 – 46.54: 046.54 – 47.58: 047.58 – 48.62: 148.62 – 49.67: 049.67 – 50.71: 050.71 – 51.75: 151.75 – 52.79: 052.79 – 53.83: 053.83 – 54.88: 054.88 – 55.92: 055.92 – 56.96: 156.96 – 58: 1102050100
n / missing2,079 / 2,072
Mean ± SD47.43 ± 8.7
Median48
Range33 – 58
CV0.183
Skew / kurtosis-0.51 / -0.25

Tref

target · numeric
Tref distribution02431 – 31.12: 231.12 – 31.25: 031.25 – 31.38: 031.38 – 31.5: 031.5 – 31.62: 031.62 – 31.75: 031.75 – 31.88: 031.88 – 32: 032 – 32.12: 432.12 – 32.25: 032.25 – 32.38: 032.38 – 32.5: 032.5 – 32.62: 032.62 – 32.75: 032.75 – 32.88: 032.88 – 33: 033 – 33.12: 033.12 – 33.25: 033.25 – 33.38: 033.38 – 33.5: 033.5 – 33.62: 033.62 – 33.75: 033.75 – 33.88: 033.88 – 34: 231323334
n / missing2,079 / 2,071
Mean ± SD32.25 ± 1.16
Median32
Range31 – 34
CV0.0361
Skew / kurtosis0.81 / -0.5
Normal?yes

Tleaf

target · numeric
Tleaf distribution02431 – 31.17: 331.17 – 31.33: 031.33 – 31.5: 031.5 – 31.67: 031.67 – 31.83: 031.83 – 32: 032 – 32.17: 232.17 – 32.33: 032.33 – 32.5: 032.5 – 32.67: 032.67 – 32.83: 032.83 – 33: 033 – 33.17: 433.17 – 33.33: 033.33 – 33.5: 033.5 – 33.67: 033.67 – 33.83: 033.83 – 34: 034 – 34.17: 234.17 – 34.33: 034.33 – 34.5: 034.5 – 34.67: 034.67 – 34.83: 034.83 – 35: 23132333435
n / missing2,079 / 2,066
Mean ± SD32.85 ± 1.41
Median33
Range31 – 35
CV0.0428
Skew / kurtosis0.11 / -1
Normal?yes

P_atm

target · numeric
n / missing2,079 / 2,045
Mean ± SD101 ± 0
Median101
Range101 – 101
CV0

Qamb

target · numeric
Qamb distribution0255075131 – 206: 14206 – 281.1: 61281.1 – 356.1: 60356.1 – 431.2: 45431.2 – 506.2: 52506.2 – 581.2: 63581.2 – 656.3: 52656.3 – 731.3: 57731.3 – 806.4: 71806.4 – 881.4: 74881.4 – 956.5: 55956.5 – 1032: 711032 – 1107: 591107 – 1182: 401182 – 1257: 251257 – 1332: 141332 – 1407: 131407 – 1482: 161482 – 1557: 251557 – 1632: 391632 – 1707: 481707 – 1782: 451782 – 1857: 271857 – 1,932: 805001,0001,5002,000
n / missing2,079 / 1,045
Mean ± SD913.1 ± 470
Median842
Range131 – 1,932
CV0.515
Skew / kurtosis0.42 / -0.85
Normal?no

G

target · categorical
G classes0,32404050,3240405: 220,04253350,0425335: 220,0679750,067975: 220,0101070,010107: 220,40206450,4020645: 110,21857950,2185795: 110,3924980,392498: 110,3556840,355684: 110,3472653333333330,347265333333333: 110,42683450,4268345: 11+10 more+10 more: 1010
n / missing2,079 / 1
Classes2,074
Balance (entropy)1
Imbalance ratio2
Top class0,3240405 (2)

Species_code_grpStrat

target · categorical
Species_code_grpStrat classesV1576V1576: 1313V3099V3099: 1212V3379V3379: 1212V3551V3551: 1212V3746V3746: 1212V380V380: 1212V1245V1245: 99V124V124: 99V1563V1563: 99V176V176: 99+10 more+10 more: 9090
n / missing2,079 / 536
Classes246
Balance (entropy)1
Imbalance ratio13
Top classV1576 (13)

Brix

target · categorical
n / missing2,079 / 0
Classes1
Balance (entropy)0
Imbalance ratio1
Top classnot_available_in_grapevine_source (2,079)

Metadata 4

Leaf_ID

metadata · categorical
n / missing2,079 / 0
Classes2,079
Balance (entropy)1
Imbalance ratio1
Top class4005_20/07/21 (1)

Experiment

metadata · categorical
Experiment classesGreenhouseGreenhouse: 1,5431,543OutdoorOutdoor: 536536
n / missing2,079 / 0
Classes2
Balance (entropy)0.82
Imbalance ratio3
Top classGreenhouse (1,543)

Phenotyping_type

metadata · categorical
Phenotyping_type classesHTHT: 1,9721,972LTLT: 107107
n / missing2,079 / 0
Classes2
Balance (entropy)0.29
Imbalance ratio2e+01
Top classHT (1,972)

li600_present

metadata · categorical
li600_present classesTrueTrue: 2,0782,078FalseFalse: 11
n / missing2,079 / 0
Classes2
Balance (entropy)0.006
Imbalance ratio2,078
Top classTrue (2,078)
Constant metadata 1
  • instrumentsMicroNIR | NeoSpectra | MicroNIR_NeoSpectra | ASD

Alignment

Alignment levelobservation
Sample id availableno
Samples2,079
Observations (total)8,316
Reps per samplemin 1 · mean 1 · max 1

Splits

originalhistorical_splits_documented_not_applied: 2,079 documented · not applied

Provenance & citation

ContributorGRAPEVINE LeafTraits local source files
Origin · script [manual]source_to_standard.py — standardization script (maintainer-only)

Governance & integrity

Tierprivate
LicenseLicenseRef-not-cleared
Permitted useResearch and benchmarking; private use only.
Access policyManual download / private-use-only per source.
RedistributionRights retained from source metadata; review before public redistribution.
Content version1.0.0
Schema / protocol2.0
Content hash2b36cd90db0658ae…
Processing hash22f21b9ac57b6f69…
Metadata hashbda8a3d59ea36308…

Load this dataset

# pip install nirs4all-datasets
from nirs4all_datasets import get

# private dataset — export requires a Dataverse token
ds = get("grapevine_leaftraits_multisensor_nir", token="…")
X, y = ds.x(), ds.y()
print(X.shape, y.shape)

Metadata downloads are available for public datasets only. The dataset bytes are never served here — fetch them from the origin / DOI above.