• 扩散方程采用隐式局部一维格式差分离散利用追赶求解

    The diffusion equation was discretized using a local one-dimensional finite difference equation and solved using the speedup method.

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  • 线性方程组可用追赶法求解,也可用高斯求解,可以采用迭代求解。

    For node number n , the series equations can be written as a linear equations, also can be express as a triangle array as following.

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  • 应用预估校正所形成非线性抛物型方程进行线性化,采用追赶法进行求解

    The nonlinear parabolic equation thus formed is linearized through proofread-correct method and is solved by LU decomposition.

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  • 互联电路计算,可利用三对角线方程组追赶减小了计算量,提高了计算速度。

    The calculation time of cascade circuit was reduced by using of the chase after method of tridiagonal equations.

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  • 针对循环或者拟循环三对角方程组,仿照追赶思想,给出了求解两类方程组的追赶

    Based on the idea of chasing method, a new algorithm is developed to solving the circular and quasi-circular tridiagonal systems in this paper.

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  • 本文根据分块五对角矩阵特殊分解给出了求解分块五对角线性方程组的一种新-变参数追赶

    In this paper, we mainly discuss some properties and design a fast algorithm, a iterative algorithm and a parallel algorithm for block cinque-diagonal linear systems.

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  • 圣维方程组进行离散,用追赶河道进行演算水量平衡原理对各结点进行计算,就可求得河道各断面的水流情况。

    After the derivation of the Saint-Venant Equations, water level and discharge of each cross-section are derived by the recursion method and the principle of water balance.

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  • 圣维方程组进行离散,用追赶河道进行演算水量平衡原理对各结点进行计算,就可求得河道各断面的水流情况。

    After the derivation of the Saint-Venant Equations, water level and discharge of each cross-section are derived by the recursion method and the principle of water balance.

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