Electron density calculator for 2D-hexagonal or 2D-square lattices

This Javascript calculates the 2D electron density distribution rho(r) of a 2D hexagonal or square lattice from diffraction data. Enter the number of peaks and the value of the 2D-lattice spacing (d). Enter the peak intensities I(q) or peak amplitudes F(q) and their signs of the scattering amplitudes (+ or -). Select the type of the 2D-lattice (hexagonal/square) and the corrections already applied to the input data: 'none' means no corrections, LC means Lorentz correction (multiplied by q*q) and MC means multiplicity correction (divided by the multiplicities) have already been applied. F(q) have to be entered both LC and MC corrected. For 2*Nr points rho(r) from -rmax = -rx = -ry to rmax = rx = ry will be calculated. If the calculation takes too long (on a slow computer) decrease Nr. The values are listed/plotted in rho(r) vs rx, ry in arbitrary units and can be copied and pasted from the window into any text-file for further processing and graphical displaying. A version which calculates the electron densities for all sign combinations of the amplitudes of the first three diffraction peaks can be found here (vertically) or here (horizontally).