The R-matrix method is used to study the electron collisions with S3.
采用R -矩阵方法首次研究了电子碰撞激发s3分子过程。
The photoionization of atoms and ions are studied theoretically by using the R-matrix method in this thesis.
本文利用R -矩阵方法对部分原子和离子的价壳层、内壳层光电离过程进行了较详细的研究。
The multichannel R-matrix code is employed to compute the collision strengths for electron-impact excitation of pentacid Mg ion.
考虑了内壳层电子激发的组态相互作用后，采用R矩阵方法计算了电子碰撞类锂碳离子的共振激发碰撞强度。
Close-coupling calculations for the interaction between low-energy electron and atomic oxygen are carried out by using R-matrix method.
利用R -矩阵方法进行了慢电子与氧原子之间相互作用的密耦计算。
The research results reveal the correlation between optimal transfer function of ITAE and weighting matrix Q or R, so as to recognize the essence of ITAE optimal control.
研究结果揭开ITAE最优传递函数与加权矩阵Q，R的相互关系，有利于认识ITAE最优控制的本质。
This paper has introduced evaluation model of comprehensive assessment, grade of membership, fuzzy evaluation matrix R and weighting vectors W.
介绍了模糊综合评判优选模型的建立、隶属度的确定、模糊评判矩阵R和权重向量W的确定。
The translational transfer matrix T, the rotational transfer matrix R and TR matrix are used to describe multi-stages isolation system's kinetic energy, potential energy and damping dissipated energy.
在推导中使用平移变换矩阵T和旋转变换矩阵R以及用TR矩阵的形式描述了多层隔振系统的动能表达式、势能表达式及耗散能表达式。
The experimental data are compared with the results of an R matrix calculation combined with multichannel quantum defect theory (MQDT).
并利用最新的R矩阵的计算结果 ，结合多通道量子亏损理论进行了理论分析。
Aimed at non-repair and restore situations, the model calculates the ERMS of R&M&S according to the matrix of usability, reliability and ability. Then, the corresponding evaluation model is acquired.
针对执行任务期间发生故障，但难以修复和可修复的情况，该模型均可通过可用性、可信度及能力矩阵，分别求得基于R&M&S特性的武器装备系统效能表达式（ERMS），从而得出相应评估模型。
The matrix multiplication is done in the order SRT, where s, r, and t are the matrices for scale, rotate, and translate, respectively.
矩阵是按照SRT顺序进行相乘的，其中S、r和t分别表示缩放、旋转和平移的矩阵。
One, two, three fitting and get R-square test. Enter any matrix derived advantageous values.
说明：一，二，三次拟合，并得到R方的检验。输入任何矩阵，得出险要的值。
The problems in matrix organization structure are analyzed, the corresponding resolved methods are proposed, and a new product R&D multi-project management organization structure is finally proposed.
深入分析矩阵组织结构存在的弊端，针对问题提出了相应的解决方案，最终给出一种新产品研发多项目管理的组织结构模型。
This method estimates filter gain matrix K directly, avoids calculating system noise covariance matrix Q and measure noise covariance matrix r, it improves stability of the system.
这种方法采用直接估计增益K，避免了求解系统噪声方差阵q和量测噪声方差阵r，使系统的稳定性增强。
Let R be an abelian ring ( all idempotents of R lie in the center of R), and A be an idempotent matrix over R.
设R是一阿贝尔环（R的所有幂等元都在中心里），A是R上的一幂等阵。
For a general banded matrix, discuss the sparsity pattern of the Q and R matrices from the QR decomposition of symmetric and non-symmetric tridiagonal matrices.
对于一般的带状矩阵，详述对对称与非对称三对角化矩阵做QR分解后，Q矩阵与R矩阵的稀疏元素分布型态。
For a general banded matrix, discuss the sparsity pattern of the Q and R matrices from the QR decomposition of symmetric and non-symmetric tridiagonal matrices.
对于一般的带状矩阵，详述对对称与非对称三对角化矩阵做QR分解后，Q矩阵与R矩阵的稀疏元素分布型态。
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