1.
Fractional Moving Boundary Problems and Some of Its Applications to Controlled Release System of Drug
分数阶可动边界问题及其在药物控释系统中的某些应用
2.
The Solvability Study for a Vibrating Menmbrane Robin Problem with Perturbed Boundary
具有摄动边界薄膜振动Robin问题的可解性研究
3.
It can be used to solve free vibration problem of rectangular plates with arbitrary boundaries.
可用来求解任意边界矩形板的振动问题。
4.
Gridless Method for Solving Moving Boundary Problems and Its Dynamic Cloud of Points
动边界问题无网格算法及其动态点云
5.
An Arbitrary Lagrangian-Eulerian Boundary Element Method for Large-Amplitude Sloshing Problems
任意的拉-欧边界元法解大晃动问题
6.
The Numerical Investigation of the Problems Related to Moving Boundary Based on DF/FD and LES/FD Method;
基于DF/FD＆LES/FD方法的动边界问题研究
7.
MULTIPLE BOUNDARY LAYER PHENOMENA OF SOLUTION OF BOUNDARY VALUE PROBLEM FOR THIRD ORDER DIFFERENTIAL EQUATION WITH BOUNDARY PERTURBATION;
伴有边界摄动的三阶微分方程边值问题解的多重边界层现象
8.
On Stability of the Solutions of Inverse Riemann Boundary Value Problem about the Perturbation of a Boundary Curve;
Riemann边值逆问题的解关于边界曲线摄动的稳定性
9.
SWGULAR PERTURBATION OF INITIAL VALUE PROBLEM OF NOVLINEAR SYSTEM WITH BOUNDARY PERTURBATION;
伴有边界摄动非线性系统初值问题的奇摄动
10.
It can be used to solve the stability problem of rectangular plate with arbitrary boundaries.
可用以求解任意边界矩形板的稳定问题。
11.
Natural Boundary Element Method for Exterior Helmholtz Problem with Prolate Spheroid Boundary;
椭球边界Helmholtz外问题的自然边界元法
12.
Time domain BEM for wave propagation problems in layered media and experimental verifications
层状介质波动问题的时域边界元模型及实验
13.
The present paper deals with a class of the nonlinear integro-differential problems with boundary perturbation.
研究一类具有边界摄动的非线性积分微分问题。
14.
Boundary Element Method for Moving Contact of 3D Elastic Bodies;
三维弹性体移动接触问题的边界元法研究
15.
Constraint Shifting Combined Homotopy Method for Bilevel Programming Problems;
求解双层规划问题的动边界组合同伦法
16.
A Kind of Linear Singular Perturbed Problems with Integral Boundary Conditions;
一类含有积分边界条件的线性奇摄动问题
17.
A kind of Nonlinear Singular Perturbed Problems with the Left Boundary Layer;
一类具有左边界层的非线性奇摄动问题
18.
Boundary Point Method Based on Quadratic Moving Elements for Elasticity
基于二次移动单元的边界点法解弹性力学问题