Solution of Three-Dimensional Laplace Equation By Multipole Theory Method. Q. Zheng,F. Xie,Y. Yang,W. Lin. Journal of Electrical Engineering . 1999Zheng, Q.H.; Xie, F.; Yang, Y.; Lin, W. Solution of three-dimensional laplace equation by multipole theory method. Electromagnet Waves Appl...
用双层位势求解Neumann外问题的Galerkin边界元解法 Galerkin Boundary Element Method for Two-dimension Laplace Equation of Neumman Condition.pdf 2015-03-26上传 用双层位势求解Neumann外问题的Galerkin边界元解法 Galerkin Boundary Element Method for Two-dimension Laplace Equation of Neumman Condition ...
In this paper we consider the identification of the geometric structure of the boundary of the solution domain for the two-dimensional Laplace equation. We... NS Mera,L Elliott,DB Ingham - 《Engineering Analysis with Boundary Elements》 被引量: 39发表: 2004年 A numerical model of electrical ...
arXiv:1810.02282v1 [math.PR] 4 Oct 2018AVERAGING PRINCIPLE FOR TWO DIMENSIONAL STOCHASTICNAVIER-STOKES EQUATIONSSHIHU LI, XIAOBIN SUN, YINGCHAO XIE, AND YING ZHAOAbstract. The averaging principle is established for the slow component and the fastcomponent being two dimensional stochastic Navier-...
Laplace transform and boundary integral equation - Application to transient heat conduction problems equations are given for a homogeneous material with properties that are not temperature-dependent for the two-dimensional case in the Laplace transformed ... JC Lachat,A Combescure - In: International ...
The equation solved is the two-dimensional LaPlace equation with a dynamic, randomly perturbed, free surface boundary condition. The moments equations are derived and solved by using the boundary integral equation method. A comparisoSergio E. Serrano...
A Fully Nonlinear Boundary value Problem for the Laplace Equation in Dimension TwoNonlinear boundary value problemelliptic partial differential equationsWe study the regularity up to the boundary of solutions to the boundary value problem:[math001] in D, ?u= g on &pardD, where D is the unit ...
OPTIMUM PARAMETERS OF A GEOMETRIC MULTIGRID FOR THE TWO-DIMENSIONAL LAPLACE'S EQUATION On the necessary CPU time to solve a problem of heat transfer, one verifies the effect caused by: coarsening ratio (r); number of nodes (N) and grids (L); number of inner iterations (ITI); and correcti...
Boundary element method (BEM) has been recognized as an alternative approach to solve the two-dimensional potential problems, e.g. scalar potential for the Laplace equation [1], steady state heat transfer and vector potential for the Navier equation [2]. However, rank deficiency may occur in ...
A closed-form equation for effective stress in unsaturated soil Water Resour. Res., 46 (5) (2010), pp. 1-14 Google Scholar Maghoul et al., 2010 P. Maghoul, B. Gatmiri, D. Duhamel Three-dimensional transient thermos-hydro-mechanical fundamental solutions of unsaturated soils ...