| 生命能量系统动力学方程平衡点值的一种定量分析法 |
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| 引用本文： | 黄樨,艾子香.生命能量系统动力学方程平衡点值的一种定量分析法[J].大连铁道学院学报,2002,23(3):36-38. |
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| 作者姓名： | 黄樨 艾子香 |
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| 作者单位： | [1]南京林业大学计算中心，南京210037 [2]大连铁道学院文理分院，辽宁大连116028 |
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| 摘 要： | 用解析几何作为一种近似的方法讨论了生命能量系统动力学模型中两个典型方程解函数平衡点的求解问题，研究结果表明，每一方程的奇点轨迹是一对双曲线，而方程组的平衡点则是两组双曲线的交点，结果认为：方程组的平衡点可以通过求解两组双曲线的渐近线的交点得到近似值，这是生命能量系统的动力学特性定性分析工作的一个重要部分。
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| 关 键 词： | 生命能量系统 动力学方程 平衡点值 定量分析法 |
A Quantitative Analysis Method of the Dynamic Equation of Life Energy System on Equilibrium Value |
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| HUANG Xi,Al Zi-xiang.A Quantitative Analysis Method of the Dynamic Equation of Life Energy System on Equilibrium Value[J].Journal of Dalian Railway Institute,2002,23(3):36-38. |
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| Authors: | HUANG Xi Al Zi-xiang |
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| Abstract: | Analytic geometry was used as an approximate method to discuss the equilibrium values of two typical dynamic equations of Life Energy System. The results in dicate that the singular locus of each equation is a hyperbola, and the equilibrium point of each equation system is the intersection point of a pair of hyperble. It is considered that the approximate value of these equilibrium points can be obtained by calculating the intersection points of their asymptotic lines. |
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| Keywords: | Life Energy System Equilibrium Quantitative Analysis |
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