1.
The dynamic response of antisymmetric angle-ply laminated plates was calculated by using the method of spline collocation in time domain.
提出用加权残值法中的时域样条配点法对反对称角铺设层合板进行动力响应计算。
2.
VIBRATION ANALYSIS OF STIFFENED PLATES AND SHELLS USING SPLINE GAUSS COLLOCATION METHOD
样条高斯配点法分析加劲板壳的振动问题
3.
Application of Spline Subdomain Method to the Endochronic Elastoplastic Analysis of Revolutionary Shells
样条子域法在旋转壳内时弹塑性分析中的应用
4.
Subfield Spline finite point method for beams on the elastic ground with jointing loss
具有接触损失的弹性地基梁的样条子域有限点法
5.
The net collocation point method with spline function is proposed to derive the formulation system of stochastic buckling analysis for cylinderic shells under various boundary conditions.
提出了样条函数的网状配点法，推导了不同边界条件下圆柱壳屈曲的随机分析公式系统。
6.
Image Registration Computing via B-spline Control Points;
反求B样条控制点实现图像配准点的计算
7.
The advantages of the spline collocation method are less input data, simpler calculation, higher precision and more universal application.
研究表明，样条配点法具有输入数据少、计算简便、精度高和计算程序通用的优点。
8.
Hybrid Method of Finite Element Method and Mode Matched Method;
时域有限元法与模匹配法的混合方法
9.
Discrete type method of least squares subdomain collocation method is used in solving problem by selecting trial functions which satisfy the boundary conditions a priori.
选取满足边界条件的位移试函数,用离散型最小二乘子域配点法求解。
10.
The Spline Penalty Subdomain Methods for Stress Analysis of Combinative Shells of Revolution
用于组合旋转壳分析的样条罚子域法
11.
matching to sample method
取样匹配法取样匹配法
12.
A method of medical image registration based on frequency domain and time domain
基于频域时域相结合的医学图像配准算法(英文)
13.
NONLINEAR PROGRAMMING ALGORITHMS FOR THE BEST INTERPOLATION KNOTS OF A SPLINE
样条最佳插值结点的非线性规划算法
14.
Algorithms for Inserting Knots into ECT B Spline Curves;
ECT B样条曲线的节点插入算法
15.
Research and Applictaion of B-spline Curves' Knot Insertion Algorithm
B样条曲线节点插入算法研究及应用
16.
Constrained Variance Design for Assigning Regional Poles: The Discrete time Case
配置区域极点的约束方差设计:离散时间情形
17.
Elastic registration based on thin plate spline interpolation is deeply studied.
薄板样条插值是应用较多的弹性配准方法。
18.
Convergence Analysis of Orthogonal Spline Collocation for Elliptic Boundary Value Problems;
椭圆边值问题正交样条配置法的收敛分析