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Mapping Properties of Boundary Integral Operators for Navier-Stokes LikeEquations

机译：Navier-stokes Likeququations边界积分算子的映射性质

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摘要

Single and double layer potentials for the Stokes and the time discretized Navier-Stokes equations are studied. The jump relations are derived and the mapping properties for the corresponding boundary integral operators are studied.

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作者
Wilde, P.;
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年度 1990
页码
总页数 23
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Boundary integral method; Navier-stokes equation; Operators (Mathematics); Fluidflow; Green's functions; Mapping; Partial differential equations; Reynolds number; Theorems;

机译：边界积分法; Navier-stokes方程;算子（数学）;流体流动;格林函数;映射;偏微分方程;雷诺数;定理;

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1. Mapping properties of combined field Helmholtz boundary integral operators [J] . Melenk J.M. SIAM Journal on Mathematical Analysis . 2012,第4期

机译：组合场亥姆霍兹边界积分算子的映射性质
2. Shape Derivatives of Boundary Integral Operators in Electromagnetic Scattering. Part I: Shape Differentiability of Pseudo-homogeneous Boundary Integral Operators [J] . Costabel M., Le Lou?r F. Integral equations and operator theory . 2012,第4期

机译：电磁散射中边界积分算子的形状导数。第一部分：伪齐次边界积分算子的形状可微性
3. Shape Derivatives of Boundary Integral Operators in Electromagnetic Scattering. Part I: Shape Differentiability of Pseudo-homogeneous Boundary Integral Operators [J] . Martin Costabel, Frédérique Le Louër Integral Equations and Operator Theory . 2012,第4期

机译：电磁散射中边界积分算子的形状导数。第一部分：伪齐次边界积分算子的形状可微性
4. Stability of the basis property of system of root functions of Sturm-Liouville operator with integral boundary condition [C] . Nurlan Imanbaev International Conference "Applications of Mathematics in Engineering and Economics" . 2016

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5. Geometric properties of orbits of integral operators. [D] . Beil, Joel S. 2010

机译：积分算子轨道的几何性质。
6. Nonlocal Electrostatics in Spherical Geometries Using Eigenfunction Expansions of Boundary-Integral Operators [O] . Jaydeep P. Bardhan, Matthew G. Knepley, Peter Brune -1

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7. Mapping properties of combined field Helmholtz boundary integral operators [O] . Jens Markus Melenk 2010

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Mapping Properties of Boundary Integral Operators for Navier-Stokes LikeEquations

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