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standard matrices
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    In this paper, we define Ⅰ~Ⅳ standard matrices, show that every riciprocal matrix can be uniquely decom posed into the Hadamard Product of a cousistent matrix and any type of stan dard matrix.
    定义了标准形 ~ 型 ,并指出任一正互反矩阵可唯一分解为任一种标准形和一个一致性矩阵的Hadamard乘积 .
短句来源
    In this paper,the standard matrices are defined,the fact that the set of the perturbation matrices of antisymmetric matrices is equal to the set of standard matrices is proved,and every antisymmetric matrix can be uniquely decomposed into the sum of a transitive matrix and a standard matrix.
    给出了标准形概念 ,定义了标准形 ,并证明在改进的AHP中 ,反对称阵的扰动矩阵集合和标准形集合相等 ,任一反对称阵均可惟一分解为一个传递阵和一个标准形的和 .
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This paper presents an infinite-series solution for the axisymmetric creeping motion of a spherical liquid drop towards an infinite plane wall. The flow field is divided into two parts- the region outside the liquid drop and the region inside it. The outer solution is developed by means of inversion-transform technique. The boundary collocation and matching techniques are used to satisfy the matching conditions on the surface of the liquid drop, which results in a set of simultaneous linear algebraic equations....

This paper presents an infinite-series solution for the axisymmetric creeping motion of a spherical liquid drop towards an infinite plane wall. The flow field is divided into two parts- the region outside the liquid drop and the region inside it. The outer solution is developed by means of inversion-transform technique. The boundary collocation and matching techniques are used to satisfy the matching conditions on the surface of the liquid drop, which results in a set of simultaneous linear algebraic equations. Solving it by any standard matrix-reduction technique, the approximate solutions for both outer and inner regions are presented. The convergence of the method is demostrated by the concrete numerical calculation. The numerical results are compared with the corresponding results for rigid sphere and the exact solution for the creeping motion of the spherical liquid drop in an unbounded fluid. The coincidence shows the results are resonable.

本文采用配置法求出了一个球形液滴垂直向无界平板作轴对称蠕动流(Creeping motion)的解。将解分为球内部和球外部两个区域。求外部解时使用了反演技巧。在球表面上采用配置法使内部解和外部解相匹配,从而得到一组线性代数方程。解出此方程组得到了问题的近似解。 通过具体的数值计算表明此法具有很好的收敛性。文中还将计算结果与刚性球和无界流场中液滴流动的准确解进行了比较,确认结果是可信的。

In this paper, we define Ⅰ~Ⅳ standard matrices, show that every riciprocal matrix can be uniquely decom posed into the Hadamard Product of a cousistent matrix and any type of stan dard matrix.

定义了标准形 ~ 型 ,并指出任一正互反矩阵可唯一分解为任一种标准形和一个一致性矩阵的Hadamard乘积 .

In this paper,the standard matrices are defined,the fact that the set of the perturbation matrices of antisymmetric matrices is equal to the set of standard matrices is proved,and every antisymmetric matrix can be uniquely decomposed into the sum of a transitive matrix and a standard matrix.

给出了标准形概念 ,定义了标准形 ,并证明在改进的AHP中 ,反对称阵的扰动矩阵集合和标准形集合相等 ,任一反对称阵均可惟一分解为一个传递阵和一个标准形的和 .

 
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