I applied the
LowpassFilter
to my data and it shifted the result. Why is it? How can I filter high frequency oscillations without the shift?
t = Transpose@
Join[{Transpose[dat][[1]]}, {
LowpassFilter[Transpose[dat][[2]], 0.4]}];
ListLogPlot[{dat, t}, Joined -> True, ImageSize -> 800]
dat={{0., 1.}, {0.001, 0.998759}, {0.002, 0.997516}, {0.003,
0.996268}, {0.004, 0.995011}, {0.005, 0.993742}, {0.006,
0.992457}, {0.007, 0.991152}, {0.008, 0.989824}, {0.009,
0.988466}, {0.01, 0.987075}, {0.011, 0.985644}, {0.012,
0.984167}, {0.013, 0.982637}, {0.014, 0.981046}, {0.015,
0.979383}, {0.016, 0.977638}, {0.017, 0.975797}, {0.018,
0.973843}, {0.019, 0.971757}, {0.02, 0.969513}, {0.021,
0.967081}, {0.022, 0.964421}, {0.023, 0.96148}, {0.024,
0.958187}, {0.025, 0.954446}, {0.026, 0.950115}, {0.027,
0.944986}, {0.028, 0.938726}, {0.029, 0.930769}, {0.03,
0.920047}, {0.031, 0.904209}, {0.032, 0.876587}, {0.033,
0.804836}, {0.034, 0.500818}, {0.035, 0.308999}, {0.036,
0.217665}, {0.037, 0.164207}, {0.038, 0.130845}, {0.039,
0.106335}, {0.04, 0.0861833}, {0.041, 0.0731473}, {0.042,
0.0631012}, {0.043, 0.0519342}, {0.044, 0.0453451}, {0.045,
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