MATLAB Implementation of Boundary Element Method

This text introduces an original boundary element method program designed for solving 2D potential problems, accompanied by corresponding data files. In the field of computer-aided engineering design, the boundary element method (BEM) is a widely-used numerical computation technique that can address numerous engineering challenges. The core algorithm implemented in this program likely involves discretizing boundaries into elements, formulating integral equations, and solving potential distribution problems using Green's functions. The program's significance is evident as it enables efficient analysis and resolution of complex potential problems, providing accurate data for engineering design and scientific research. Key implementation features may include mesh generation routines, boundary integral equation formulations, and linear system solvers optimized for potential field calculations. The included data files probably contain predefined boundary geometries, material properties, and boundary conditions necessary for running various test cases.