A computational model of T-matrix method to calculate the acoustic scattering from the submerged rigid objects with arbitrary shapes is established.
针对水下任意形状刚硬体，建立了其声散射T矩阵法计算模型。
The principle which will decide the value of the truncation index N not only insures the computing precision for T-matrix method but also ensures the computing convergence.
取值的原则是既要保证T矩阵方法的计算精度也要保证计算的收敛性。
In this paper, we will introduce the computer programming methods of several special functions which are used in calculation of the surface defects' scattered field by T-matrix method.
本文介绍用t矩阵方法来计算表面缺陷散射场时所用到的几个特殊函数的计算机数值编程方法。
Light scattering matrix of random oriented two spheres system is studied extensively by using the t matrix method and the principle of superposition.
本文用T矩阵与场方程叠加相结合的方法，系统研究任意方位双球粒子体系散射矩阵各元素随两球球心的间距变化规律。
A numerical method for the t matrix approach of light scattering by randomly oriented and axially symmetric nonspherical particles performed in PC machine is presented first.
首先介绍了无规取向轴对称非球形粒子光散射的T矩阵数值方法。
Experiment results indicate that there isn t much difference between experiment results and that of ship general vibration under ballast outbound condition calculated by transfer matrix method.
试验结果表明利用迁移矩阵法计算得到的压载出港条件下全船的振动结果与试验结果差距不大。
The most prevalent way to calculating T-matrix is the extended boundary condition method (EBCM), which, however, is largely limited to axisymmetric and near-spherical particles.
在计算T矩阵的方法中，最流行的方法称之为扩展边界法（EBCM），但是它很大的程度上只适合轴对称和近似球形的粒子。
The Generalized Recursive Aggregate T-Matrix Algorithm is a new calculation method for scattering problem.
递推T矩阵算法是一种计算散射问题的新型方法。
Only modifying the structure of binary discernable matrix simply, it is easy to compute the core of a changeable decision table. The method is demonstrated t...
只需简单更改二进制可辨矩阵的结构，就可以计算动态变化的决策表的核属性，并通过实例验证了该方法的正确性和有效性。
In the present study the convergent problems for the spheroids are investigated. The results show that our numerical method and the computer codes for the T-matrix approach are efficient.
我们研究了椭球粒子的收敛问题，结果表明我们的数值方法和T -矩阵计算程序是有效的。
In the present study the convergent problems for the spheroids are investigated. The results show that our numerical method and the computer codes for the T-matrix approach are efficient.
我们研究了椭球粒子的收敛问题，结果表明我们的数值方法和T -矩阵计算程序是有效的。
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