inner storage

For the Laplace equation, using this formula can save the inner storage cell of computer by3/ 4, and, at the same time, quicken the convergence rate without increasing any additional computing works.

对于拉普拉斯方程，利用隔点取元公式求解时，可以节约近3/4的计算机内存单元，同时能加快收敛速度，而且没有增添额外的计算工作。

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This method as recommended in this paper is featured with simple program, less inner storage, no iteration and result obtainable at one stroke.

本文提出的方法具有计算速度快，程序简单，占用内存少，不需要迭代，计算一次即可得出结果等优点。

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Thus, operations of solving the equation and inner storage capacity are greatly reduced.

从而使解方程的计算工作量和内贮容量大为减少.

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