METHOD FOR CALCULATING THE CHANGE OF TEMPORAL SIGNALS

摘要

The present invention relates to a method for calculating the change of signals starting from the originally detected temporal signals (_102 ), comprising the following steps: (a) eliminating the drift in the originally detected temporal signals with time to get χi signals; (b) removing the xi signals existing outside the range of 80% to 120% of the averaged value of all the χi signals to get residual signals as x 2 signals; (c) dividing the χ2 signals into 14-100 sections; (d) finding the averaged value of the χ2 signals in each section to get χ3 signals; (e) optionally neglecting one or two of the first χ3 signals and selecting six to nine χ3 signals with the smallest value of standard deviation in initial sections, wherein the initial sections are the first one-fourth part to half part of all sections; (f) eliminating the drift in the selected χ3 signals of step (e) with time to get χ4 signals; (g) selecting six to nine χ3 signals with the smallest value of standard deviation in terminal sections, wherein the terminal sections are the last one-fourth part to half part of all sections; (h) eliminating the drift in the selected χ3 signals of step (g) with time to get χ5 signals; and (i) finding the difference between the mean values of the χ4 and χ5 signals.

主权项

1. A method for calculating the change of signals starting from the originally detected temporal signals (χ), comprising the following steps:
(a) eliminating the drift in the originally detected temporal signals with time to get χi signals; (b) removing the χi signals existing outside the range of 80% to 120% of the averaged value of all the χi signals to get residual signals as χ2 signals; (c) dividing the χ2 signals into 14-100 sections; (d) finding the averaged value of the χ2 signals in each section to get χ3 signals; (e) optionally neglecting one or two of the first χ3 signals and selecting six to nine χ3 signals with the smallest value of standard deviation in initial sections, wherein the initial sections are the first one-fourth part to half part of all sections; (f) eliminating the drift in the selected χ3 signals of step (e) with time to get χ4 signals; (g) selecting six to nine χ3 signals with the smallest value of standard deviation in terminal sections, wherein the terminal sections are the last one-fourth part to half part of all sections; (h) eliminating the drift in the selected χ3 signals of step (g) with time to get χ5 signals; and (i) finding the difference between the mean values of the χ4 and χ5 signals.