1) meshless local radial point interpolation method
无网格局部径向点插值法
1.
A new meshless local radial point interpolation method for the analysis of functionally graded ma- terials is proposed.
提出一种新的无网格局部径向点插值法来分析功能梯度材料。
2) local radial point interpolation method
局部径向点插值法
1.
The meshless local radial point interpolation method(LRPIM) for the free vibration analysis of a plate of moderate thickness under several boundary conditions is presented.
利用无网格局部径向点插值法对几种边界条件下中厚板的自由振动进行了分析。
2.
A meshless local radial point interpolation method (LRPIM) for the bending analysis of a nonhomogeneous moderately thick plate is presented in this paper.
用无网格局部径向点插值法分析了非均质中厚板的弯曲问题。
3.
Bending problems for moderately thick plates with two sides simply supported,the other two sides clamped and cantilever boundary conditions,are analyzed by the mesh free local radial point interpolation method.
算例表明:将无网格局部径向点插值法应用于计算中厚板的弯曲问题,所求得的位移场和应力场都是光滑的;在径向基函数的基础上,附加多项式大大提高了插值精度;所得结果与弹性力学理论解以及有限元解都十分吻合。
3) the Local Radial Point Interpolation Method
局部径向点插值方
4) Radial Point Interpolation Method(RPIM)
全局径向基点插值法
5) Stochastic Meshless Point Interpolation Method
随机无网格点插值法
1.
The fatigue reliability of gear teeth subjected to bending had been analyzed by Taylor expansion stochastic meshless point interpolation method(TSMPIM) in the paper.
用Taylor展开随机无网格点插值法(TSMPIM)分析了齿轮弯曲疲劳强度的可靠性。
6) local point interpolation method
局部点插值法
1.
Study on calculation of consolidation problem using nonlinear local point interpolation method;
固结问题的非线性局部点插值法解研究
补充资料：径向边界值
径向边界值
radial boundary value
【补注】所考虑的函数通常是解析或调和函数.亦见解析函数的边界性质(boulldary properties of anal州c位朗石。拙)及其参考文献;亦可参看角边界值(ang山rboUn内叮value)和Fat.定理(Fatouthe~).径向边界值[radiai脉.幽叮val此;p幼。a几‘皿oe rp。-妞“，皿oe 3.明eH“el 定义于单位圆盘D={:‘C:l:}<1}上的函数f(:)在边界点心=。’”处的值，它等于函数f(:)当:沿半径H二{:=r。‘日:o<;
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条