URN etd-0709109-015029 Author Ya-Ting Chi Author's Email Address No Public. Statistics This thesis had been viewed 5132 times. Download 2537 times. Department Applied Mathematics Year 2008 Semester 2 Degree Master Type of Document Language English Title The method of fundamental solution for Laplace's equation in 3D Date of Defense 2009-06-04 Page Count 35 Keyword Laplace's equation method of fundamental solutions sources points collocation points cylinder spheres 3D problems Abstract For the method of fundamental solutions(MFS), many reports deal
with 2D problems. Since the MFS is more advantageous for 3D
problems, this thesis is devoted to Laplace's equation in 3D
problems. Since the fundamental solutions(FS)
are known, the location of source points is important in real
computation. In this thesis, we choose a cylinder as the solution
domain, and the source points on larger cylinders and spheres.
Numerical results are reported, to draw some useful conclusions.
The theoretical analysis will be explored in the future.
Advisory Committee Tzon-Tzer Lu - chair
Lih-Jier Yeong - co-chair
Chien-Sen Huang - co-chair
Zi-Cai Li - advisor
Hung-Tsai Huang - advisor
indicate in-campus access immediately and off_campus access in a year
etd-0709109-015029.pdf Date of Submission 2009-07-09