solve_wave_propagation_1D(np,p) solves the following
boundary value problem: |
(d^2 u)/(dx^2) + k^2 u = 0
with the boundary conditions: u(x0) = f0, u(xL) = fL.
input: np = the number of particles
† † † † † p = their coordinates
solve_wave_propagation_1D(np) uses a uniform distribution of the particles.
solve_wave_propagation_1D uses 11 particles.
Usage: Type unzip wave_propagation.zip
Contents: solve_wave_propagation.m calc_b.m assemble_1D.m shape_1d.m cubic_window_1D.m gauss_info.m trapez_info.m trapez_weights.m
This file was generated by students as a partial fulfillment
for the requirements of the course "Particle methods",
Winter term 2004/2005, Stuttgart University.