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1)  separation of singularity
奇性分离
1.
By separation of singularity, a special Fourier series solution of the boundary value problem for planes is obtained, which can satisfy all boundary conditions and converge rapidly.
用带奇性分离的Fourier级数解平面边值问题,改进了不能满足全部边界条件的一般级数解法,得到收敛较好的解析算法。
2)  singularity separation
奇异分离
1.
A novel approach(named"singularity separation plus damped reciprocal"method)is proposed for PUMA-type manipulators.
传统的奇异回避方法运算量大,本文提出了一种新的PUMA类型机器人奇异回避方法—奇异分离加阻尼倒数法。
3)  method of seperation singularity
分离奇点法
4)  integral singularity
积分奇异性
1.
Analyzing the integral singularity in 3 D boundary element method for cooling simulation, a scheme is adopted to eliminate the second singularity for two types of units by using different linear interpolation function individually and degenerated integral transformation.
分析三维边界元法中的积分奇异性,对冷却分析中的两类单元:水管单元和制品三角形单元分别采用不同的线性插值函数,并通过引进退化的积分变换,消除了积分时存在的倒数奇异性和二阶奇异性,并给出了带有源点的单元上积分的解析表达式。
5)  singularity analysis
奇异性分析
1.
The singularity analysis of the fine tuning stable Stewart platform for the large radio telescope;
大射电望远镜精调稳定平台奇异性分析
2.
Aiming at the singularity analysis of the Stewart platform,the determinant of the Jacobian matrix was selected as the objective function,and the continuous optimization problem was proposed in the workspace of parallel machine.
针对Stewart平台的奇异性分析,以雅可比矩阵行列式为目标函数,将奇异性分析问题转化为在并联机构可达工作空间内的连续优化问题。
3.
This paper analyzes the unit vibration signal of pump station by compressing,denoising and singularity analysis based on wavelet packet,which provides a decision-making support for fault diagnosis of unit.
利用小波包对泵站机组振动信号进行了信号压缩与消噪以及奇异性分析,为诊断机组振动故障提供了决策依据。
6)  singular integrals
奇异性积分
1.
T he singularity extraction technique and Duffy coordinate transformations have be en traditionally used to treat these singular integrals.
传统上采用奇异值提取技术和Duffy坐标变换法处理该奇异性积分,本文提出了一种更为精确和高效的计算方法,该新方法通过参数坐标变换、相对坐标变换、积分区域分解和广义Duffy坐标变换相结合的技术消除了被积函数的奇异性并降低了原4维奇异性积分的数值积分维数。
2.
The area coordinates,relative coordinates,domain decomposition and general Duffy coordinate transformations are employed to transform the singular integrals(the supports of the basis and test functions have common facet,common edge or common one vertex)of the time-domain electric field integral equation(TDEFIE)into non-singular integrals,which allows to be accurately evaluated.
利用面积坐标变换、相对坐标变换、积分区域分解和广义Duffy坐标变换将时域电场积分方程中奇异性积分(共面、共边和共单结点的场源三角形单元上)转化成可精确计算的非奇异性积分。
补充资料:连续性与非连续性(见间断性与不间断性)


连续性与非连续性(见间断性与不间断性)
continuity and discontinuity

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