| 引用本文: | 李国吉.六要素法（求解二阶网络的快速公式）.[J].国防科技大学学报,1983,(4):41-54.[点击复制] |
| Li Guoji.Six-Element Method (A Short-Cut Formula for Analyzing Second-Order Networks)[J].Journal of National University of Defense Technology,1983,(4):41-54[点击复制] |
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| 六要素法（求解二阶网络的快速公式） |
| 李国吉 |
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| 摘要: |
| 本文首先对求解一阶网络的快速公式——三要素法进行了理论分析，然后将这种理论应用到对二阶网络的分析，导出在各种情况下求解零输入响应和零状态响应的快速公式 ——六要素法。和三要素法一样，它的最大优点是不需列写任何微分方程，不用进行微分、积分运算，只要作简单的代数运算即可获得解答。文中列举一些例题，以便进行对比。 |
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| 投稿日期：1982-12-25 |
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| Six-Element Method (A Short-Cut Formula for Analyzing Second-Order Networks) |
| Li Guoji |
| Abstract: |
| This paper presents a brief theortical analysis of the so-called three-element method，a short-cut formula for analyzing first-order networks，and then，applying the results to second-order networks，derelops some short-cut formulae for solving zero-input responses and zerostate responses in various cases. These formulae are referred to as six-element method. As in the case of three-element method，here one need not write any differential equations and make any differential and integral calculations. By making only some simple algebraic calculations，the responses of second-order networks can be obtained. For comparison，some examples are provided. |
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