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1)  boundary point method
边界点法
1.
An experimental study on the distributed source boundary point method based nearfield acoustic holography;
基于分布源边界点法的近场声全息实验研究
2.
On calculating the nearfield solutions of acoustic radiation caused by vibrating body with the boundary point method;
利用边界点法计算结构振动声辐射的近边界声场
3.
Study on error of acoustic radiation calculated with boundary point method (BPM);
边界点法计算振动声辐射的误差研究
2)  boundary node method
边界点法
1.
2-D simulation of electrostatic properties of piezoelectric composites using the boundary node method;
用于模拟压电复合材料平面问题的边界点法
3)  boundary node method
边界节点法
1.
The boundary node method(BNM) is a meshless method which combines the moving least-squares(MLS) interpolation scheme with the standard boundary integral equations(BIEs).
边界节点法(BNM)将边界积分方程和移动最小二乘近似方案相结合,同时具有边界元法降维和无网格法不需要划分网格的优势。
2.
In view of couples boundary node method and radial basis functions,a non-mesh method was presented to solve Poisson equation boundary value problems.
通过耦合边界节点法和径向基函数,无网格求解Poisson方程边值问题。
3.
The boundary node method(BNM)is a boundary-only meshless method that combines the moving least-squares(MLS)interpolation scheme with the standard boundary integral equations(BIEs).
边界节点法是一种将边界积分方程和移动最小二乘近似方案相结合的无网格法,它同时具有边界元法降维和无网格法不需要划分网格的优势。
4)  boundary collocation method
边界配点法
1.
Based on the formula solution of wave function, the boundary collocation method is adopted to determine the series coefficients of the wave function.
总波场波函数的级数项待定系数可采用边界配点法来确定 ,该法不受边界正交性的限制 ,能够适用于任意形状的边界 。
5)  Boundary point method
边界点方法
1.
In this paper, the boundary point method (BPM) is applied to calculating the exterior acoustic radiation problem caused by the vibrating body.
本文利用边界点方法,对振动体外部声辐射问题进行了研究。
2.
The results showed that using the boundary point method to calculate seepage problem has the advantage of easy calculation program, high calculation accuracy, and easy to master and extend.
结果显示,采用边界点方法处理渗流问题,具有计算程序简单,且计算精度较高的优点。
6)  Galerkin Boundary Node Method
Galerkin边界点法
1.
Then, based on the large amount of work by the pioneers, a new BIEs-based meshless Galerkin method----a Galerkin Boundary Node Method (GBNM) is proposed and applied successfully to solve problems in potential theory, linear elasticity and fluid mechanics.
然后在大量前人工作的基础上,提出了一种新的基于边界积分方程的Galerkin无网格方法——Galerkin边界点法,并成功地将其应用于位势问题、弹性力学问题和流体力学问题的求解。
补充资料:点对点法
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性质:发射光谱分析中,将金属试样制成两个锥体状电极,分别作为光源的上下电极,彼此相对以电弧或火花法进行激发摄谱。该法因无辅助电极,所摄光谱中可无其伴存谱线。

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