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ALLAN STANDARD DEVIATION PLOT - itl.nist.gov

Graphics CommandsALLAN STANDARD DEVIATION PLOTDATAPLOT Reference ManualFebruary 28, 19972-5 ALLAN STANDARD DEVIATION PLOTPURPOSEG enerates an ALLAN STANDARD DEVIATION plot in order to examine the low-frequency component of a spectrum of an equi-spaced timeseries, and to estimate the exponent in a low-frequency power-law spectral ALLAN STANDARD DEVIATION plot is a graphical data analysis technique for examining the low-frequency component of a time horizontal axis is the subsample size (up to N/2). The vertical axis is the ALLAN STANDARD DEVIATION (ASD(K)), which is the standarddeviation of the squared deltas as defined below. For subsample size 1:delta1 = x(1)-x(2)delta2 = x(3)-x(4)delta3 = x(5)-x(6)..deltan = x(n-1)-x(n)For subsample size 2:delta1 = (x(1)+x(2))-(x(3)+x(4))delta2 = (x(5)+x(6))-(x(7)+x(8))..For subsample size 3:delta1 = (x(1)+x(2)+x(3))-(x(4)+x(5)+x(6))delta2 = (x(7)+x(8)+x(9))-(x(10)+x(11)+x(12)).

The Allan standard deviation plot is a graphical data analysis technique for examining the low-frequency component of a time series. The horizontal axis is the subsample size (up to N/2). The v ertical axis is the Allan standard deviation (ASD(K)), which is the standard

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FRACTAL PLOT - itl.nist.gov

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