• The node equation set of the electric network is solved on a microcomputer with sparse matrix technique.

    本文研究了稀疏矩阵技术在微型机上解电力网络的节点方程组。

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  • So a proper sparse-matrix technique is desired to reduce the amount storage and increase the speed of calculation.

    因此,希望采用适当的稀疏矩阵技术来压缩存储量、提高运算的速度。

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  • A novel sparse matrix technique for the numerical analysis of semiconductor devices and its algorithms are presented.

    本文提出了一种用于半导体器件数值分析的新颖的稀疏矩阵技术及其算法实现。

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  • The response matrix technique is used, which gives a fast-running scheme for the iterative solution of the nodal diffusion equations.

    此外,将响应矩阵技术应用于迭代求解过程,使得该方法具有较高的计算效率。

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  • This paper proposes a novel approach that forms image using matrix technique for ray trace, in the condition of axial ray and axial object.

    文章介绍了在近轴光线和近轴物条件下,利用对光线跟踪的矩阵方法成像的方法,并说明它在含反射的共轴系统中的应用。

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  • CONCLUSION: the controlled release film-coated technique and the matrix technique can be used to prepare controlled release tablets for highly hydrophilic drugs.

    结论:采用控释薄膜包衣技术和骨架控释技术可用于制备强水溶性药物控释制剂。

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  • In order for the solution of the laminated plates and shells to ensure interlaminar continuity of the physical variables, the transfer matrix technique was used.

    针对层合板壳问题,为了保证各层之间物理参量的连续性,进一步应用了状态转移矩阵技术。

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  • On the basis of analysis on augmentation approach widely used in the multibody dynamic simulation, an improved algorithm based on sparse matrix technique was proposed.

    在分析多体动力学仿真计算中广泛使用的增广法基础上,提出了一种基于稀疏矩阵技术的改进算法。

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  • The response matrix technique was used for the iterative solution of the nodal diffusion equations, which greatly improves the computational efficiency of this method.

    将响应矩阵技术应用于迭代求解过程,使得该方法具有较高的计算效率。

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  • The stability of ship deck grillage is analyzed by means of transport matrix technique and minimal weight of the structure is obtained with multilevel optimization method.

    本文运用迁移矩阵法进行甲板板架稳定性分析,并用分级优化方法作结构最小重量设计。

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  • On the basis of the sensitive matrix of control, the control equation in incremental form is derived. The solution of this equation is quickly found by means of the pseudo-inverse matrix technique.

    本文在控制灵敏度矩阵的基础上,导出增量形控制方程组,然后利用其伪逆矩阵迅速求出方程组的解。

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  • The calculation can be performed with standard transfer matrix technique computer programs. The procedure provided here can avoid the calculation difficulty met in the procedure of some literatures.

    本文的方法既可利用现有的标准传递矩阵法计算机程序,又避免了有关文献所提出的方法中的计算困难。

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  • The calculation can be performed with standard transfer matrix technique computer programs. The procedure provided here can avoid the calculation difficulty met in the procedure of some literatures.

    本文的方法既可利用现有的标准传递矩阵法计算机程序,又避免了有关文献所提出的方法中的计算困难。

    youdao

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