摘要
根据衡敛状态方程,系统输入或边界条件的变化能够影响系统状态,对于系统状态出现的衰减湮灭,推导了系统衰减湮灭的状态方程、衰灭平衡方程。得出,当系统状态发生衰减湮灭,系统状态值、系统输入值、边界条件之间相互作用,改变系统的输入或边界条件能够恢复系统。应用系统衰灭状态方程及衰灭平衡方程,对系统状态变化进行分析,是研究系统状态演变,系统控制,状态时滞、预防系统性衰减的方法。
According to the constant convergence equation of state, System input or changes in boundary conditions can affect the system state, For system status annihilation decay occurs, Derived annihilation decay equation of the state of system, Annihilation decay balance equation. Obtained, Annihilation decay occurs" when the system state, System state values, the system input value, the boundary conditions interaction, Change the system of enter or boundary conditions can recover the system. Application of Annihilation decay equation and balance equations, Analysis of changes in the system state, Is a method to study the evolution of the system state, System control, State delay, Systematic decay prevention.
出处
《软件》
2012年第1期23-26,共4页
Software
关键词
系统科学
衡敛系统
衰灭方程
平衡方程
状态控制
时滞
系统性衰减
system science
constant convergence system
Annihilation decay equation
balance equation
state control
time lag
systematic decay