As a table, use the attached Python notebook to do a non-linear fit to the data below. You will need to find good initial estimates for the parameters or the fit won't converge. The fit function is
\(d\left(t\right)=\ A\left(1+B\cos\omega t\right)e^{-\frac{t^2}{2\tau^2}}+C\)
Consider the limits at t = 0, t -> infinity. What determines the amplitude and period of the oscillations?
To perform the fit, click on the "code" tab next to the figure, and start the python code by clicking on nonlinear fit.ipynb