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Evolving Factor Analysis The evolution of a chemical system is gradually known by recording a new response vector at each stage of the process under study. EFA performs subsequent PCA on gradually increasing submatrices in the process direction, enlarged by adding one new row at a time. This procedure is performed from top to bottom of the data set (forward EFA) and from bottom to top (backward EFA) to investigate the emergence and the decay of the process contribution, respectively. The forward and backward EFA plots are built by representating the singular values of each PCA analysis vs. the process variable related to the last row included in the window analyzd.
Singular values (0-2 sec) 1.4327 0.0024
Singular values (0-4 sec) 2.2664 0.0083 0.0000
Singular values (0-6 sec) 3.2730 0.0231 0.0000 0.0000
Singular values (0-8 sec) 4.4044 0.0563 0.0001 0.0000
Singular values (0-10 sec) 5.5834 0.1245 0.0004 0.0000
Singular values (0-12 sec) 6.7299 0.2517 0.0012 0.0000
Singular values (0-14 sec) 7.7864 0.4668 0.0036 0.0000
Singular values (0-16 sec) 8.7323 0.7956 0.0099 0.0000
Singular values (0-18 sec) 9.5808 1.2484 0.0244 0.0000
Singular values (0-20 sec) 10.3637 1.8119 0.0552 0.0000
Singular values (0-22 sec) 11.1136 2.4512 0.1133 0.0000
Singular values (0-24 sec) 11.8506 3.1232 0.2110 0.0000
Singular values (0-26 sec) 12.5772 3.7923 0.3561 0.0000
Singular values (0-28 sec) 13.2808 4.4360 0.5455 0.0000
Singular values (0-30 sec) 13.9413 5.0402 0.7623 0.0000
Singular values (0-32 sec) 14.5360 5.5893 0.9812 0.0000
Singular values (0-34 sec) 15.0430 6.0633 1.1776 0.0000
Singular values (0- 36 sec) 15.4449 6.4435 1.3359 0.0000
Singular values (0- 38 sec) 15.7348 6.7216 1.4512 0.0000
Singular values (0- 40 sec) 15.9215 6.9040 1.5268 0.0000
Singular values (0- 42 sec) 16.0273 7.0098 1.5713 0.0000
Singular values (0- 44 sec) 16.0794 7.0634 1.5942 0.0000
Singular values (0- 46 sec) 16.1015 7.0868 1.6044 0.0000
Singular values (0-48 sec) 16.1096 7.0955 1.6083 0.0000