“…The distribution of all the samples under different tea processing steps in the first three principal component space Lee, Hwang, et al (2014) 2,142 C-H stretching plus C=C stretching Lee, Hwang, et al (2014) 2,486 CH 2 Lee, Hwang, et al (2014) ECG 1,442 C-H stretching and C-H deformation Bian et al 20131,906 O-H stretching first overtone Lee, Hwang, et al (2014) 1,946 O-H stretching and HOH transformation Mark and Workman, (2007) 2,060 N-H asymmetric stretching Lee, Hwang, et al (2014) 2,142 C-H stretching plus C=C stretching Lee, Hwang, et al (2014) 2,486 CH 2 Lee, Hwang, et al (2014) EGC 806 C-H third overtone Osborne (1986) 1,108 C-H stretching second overtone Bian et al (2013) 1,444 C-H stretching and C-H deformation Bian et al (2013) 2,058 N-H asymmetric stretching Lee, Hwang, et al (2014) 2,250 N-H stretching and NH 3 deformation Huang et al 20202,486 CH 2 Lee, Hwang, et al (2014) EGCG 2,060 N-H asymmetric stretching Lee, Hwang, et al (2014) 2,248 N-H stretching and NH 3 deformation Huang et al 20202,486 CH 2 Lee, Hwang, et al (2014) GCG 1,446 C-H stretching and C-H deformation Bian et al (2013) 2,064 N-H asymmetric stretching Lee, Hwang, et al (2014) 2,242 N-H stretching and NH 3 deformation Huang et al (2020) CAF 1,446 C-H stretching and C-H deformation Bian et al (2013) 1,924 O-H stretching first overtone Lee, Hwang, et al (2014) 2,046 N-H asymmetric stretching Lee, Hwang, et al (2014) 2,242 N-H stretching and NH 3 deformation Huang et al 2020GA 806 C-H third overtone Osborne (1986) F I G U R E 7 Distributions of the characteristic wavelengths selected by SPA for ten constituents in tea between the content of tea polyphenols and caffeine and spectral responses. PLS models were established by taking the data of the whole spectral range as independent variables and each constituent as dependent variable.…”