File:WhiteLightInterferometry.gif

Summary[edit]

Mathematica 11.0 code[edit]

signal = Fourier[
   Table[Sqrt[E^(-((\[Omega] - 2)^2/(2 0.01^2)))] E^(I RandomReal[{0, 2 \[Pi]}]), {\[Omega], -10, 10, 0.002}]];
p1 = Table[
   GraphicsRow[{
     ListPlot[{Re@signal, Re@RotateRight[signal, j]}, PlotRange -> All, Joined -> True, Axes -> False]
     ,
     Plot[E^(-((\[Omega] - 103)^2/(2 5^2)))*Cos[\[Omega] - 103], {\[Omega], 0, 200}, PlotRange -> All, PlotStyle -> {Black}, FrameTicks -> None, Axes -> False, Frame -> True, FrameLabel -> {"\[CapitalDelta]\[Tau]", "\[Integral]|E\!\(\*SuperscriptBox[\(|\), \(2\)]\)dt"}, LabelStyle -> {Black, Bold}, Epilog -> {Red, PointSize[0.03], Point[{j + 103, E^(-((j)^2/(2 5^2))) Cos[j]}]}]}, ImageSize -> Large]
   , {j, -200, 200, 1}];
ListAnimate[p1]

Licensing[edit]

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