Scattering matrix method and numerical simulation for electronic quantum tunneling a double-barrier;
用双势垒模型研究了半导体异质结量子阱的隧穿特性。
The analysis is based on multi-mode scattering matrix method with which high calculation speed and accuracy can be achieved.
分析采用多模散射矩阵的方法，计算速度快、精度高。
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。
A method of measuring and calibration based on aligning the phase of the cross-polarization of the scattering matrix is proposed.
在深入分析目标极化回波的基础上，针对互易性目标，提出了一种基于交叉极化分量相位对齐的散射矩阵校准方法。
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。
Scattering from three-dimensional cavities is solved using the wavelet-MoM method, while the moment matrix is sparsified with help of the wavelet transform.
该文采用小波矩量法求解导电平面上的三维腔体散射，利用小波变换稀疏化矩量矩阵，加速其求逆，减少了腔体散射的总体计算时间。
The transition matrix method is extended to study the scattering problem of P, SV waves in half-space with two-dimensional local surface or subsurface irregularity.
本文将转换矩阵法加以推广，用来求解半空间表面局部不规则区域所引起的P、SV波的散射透射问题。
Finally, the generalized scattering matrix of microwave passive components can be obtained by mode matching method and matrix cascading technique.
最终，利用模式匹配法和矩阵级联可以得到微波无源器件的广义散射矩阵。
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。
First, the problem of scattering by arbitrarily shaped objects is studied by the method of moment (MoM), when a thin wire antenna exists, with the general matrix equation given.
介绍了利用矩量法求解线面复杂结构目标的电磁散射问题，并给出了一般的矩阵方程。
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。
A new transformation method for follow-up coordinate system is used and a matrix equation for transforming spatial transporting coordinate of scattering photons is given.
应用一种新的随动坐标系转换方法，给出用于转换生物组织中光子空间传输坐标的矩阵方程。
We present some usual numerical methods including Finite-Difference method, Split-Operator method and Time-independent-Scattering-Matrix etc.
我们介绍了一些常用的数值模拟方法，包括含时有限差分法、劈裂算符法、不含时散射矩阵法等。
We present some usual numerical methods including Finite-Difference method, Split-Operator method and Time-independent-Scattering-Matrix etc.
我们介绍了一些常用的数值模拟方法，包括含时有限差分法、劈裂算符法、不含时散射矩阵法等。
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