This work presents the development of a numerical strategy that combines the fast Fourier
transform on multipoles (FFTM) method and the boundary element method (BEM) to study …

This paper presents a fast boundary-element method (BEM) algorithm that is well suited for
solving electrostatics problems that arise in traditional and bio-microelectromechanical …

This paper describes the implementation of the fast Fourier transform on multipole (FFTM)
algorithm for rapid calculation of magnetostatic fields in micromagnetics. The method is …

We introduce a novel numerical method, named the Robin Hood method, of solving
electrostatic problems. The approach of the method is closest to the boundary element …

This thesis presents the development and application of several computational techniques
to aid in the design and analysis of small molecules and peptides that bind to protein targets …

假设气泡周围流场为无黏, 无旋, 不可压缩的理想流体, 建立气泡群相互作用的三维数值模型.
将多极快速傅里叶变换方法(FFTM) 与高阶边界元法(HOBEM) 相结合求解气泡群的运动 …

In this paper, the fast Fourier transform on multipole (FFTM) algorithm is used to accelerate
the matrix-vector product in the boundary element method (BEM) for solving Laplace …

In the computational arena, researchers strive continuously to improve numerical
simulations, both in terms of accuracy and efficiency. The needs for better performance in …

This thesis presents a set of numerical techniques that extend and improve computational
modeling approaches for biomolecule analysis and design. The presented research focuses …

A fast algorithm for the boundary element method is developed to handle problems in
underwater acoustics. The algorithm employs the multipole and local expansions to …