A Quantitative Analysis Method of the Dynamic Equation of Life Energy System on Equilibrium Value
Xi Huang · 2002
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.