hyperbolic

iteratively Apply boundary conditions at each step Example snippet for a simple explicit scheme: ```matlab % Spatial grid x = linspace(0, L, Nx); dx = x(2) - x(1); % Time parameters dt = 0.5 dx / c; % CFL conditio

nd approximate solutions with basis functions. They provide flexibility in handling complex geometries but require careful formulation to maintain conservation and stability. Riemann Solvers A cornerstone in hyperbolic system approximation, Riema