Meshless method based on natural boundary element;

The coupling method of natural boundary element and finite element for KPZ equation in unbounded domains;

For the purpose of speeding up computing and reducing calculation amount,we propose a coupling method between natural boundary element and finite element for infinite plane elastic problem in ANSYS,describe the theoretical basis of the coupling method,and introduce the concrete steps in ANSYS.

The finite element method is combined with the natural boundary element method to study the weak solvability and Galerkin approximations of a class of semilinear exterior boundary value problems.

In this paper, we combine a finite element approach with the natural boundary element method to stduy the weak solvability and Galerkin approximations of a class of semilinear exterior boundary value problems.

In this paper,we investigate the natural boundary element method for the boundary value problem of Helmholtz equation in an exterior elliptic domain.

In this paper we discuss the natural boundary element method for harmonic equation in an exterior elliptic domain.

In this paper,we investigate the natural boundary element method for an anisotropic problem in an infinite domain with a concave angle.

FENG Kang, YU De-hao and some other scholars of our country are the first ones to create the natural boundary element method (NBEM), and they have successfully studied the natural boundary reduction method for the boundary value problems of harmonic equation and biharmonic equation.

In this paper, three dimensional exterior Helmholtz problem with inner spheroidal boundary is studied using natural boundary element method, the properties and the computational methods of spheroidal wave functions encountered in this paper are discussed in details.

in this paper we have proved that certain random Taylor series almost surelyconverges with its convergence circle as the natural boundary, that is, this series cannot beanalytically extended out of its convergence circle.