摘要
根据引信安全系统理论和状态空间分析方法，研究了引信安全系统的物理方程及其无量纲归一化方程的动态特性不变性，各保险要素之间的独立性，安全系统解除保险过程的时滞性和平衡态及其稳定性，并对这些性质给出了严格的定义。这些性质和定义为深入研究引信安全系统及其解除保险过程，提供了理论依据和有效方法。
On the basis of the theory of fuze safety system and the method of state space analysis,the paper studies the identity between the dynamic characteristics of the system's physical equation and its dimensionless normalization equation,the independence among all the safety elements,the retardation of the arming process in a safety system,as well as the equilibrium state and its stability.Strict definitions for these characters are the given.These characters and definitions provide a theoretical basis and effective methods for a study in more depth of the fuze safety system and its arming process.
出处
《兵工学报》
EI
CAS
CSCD
北大核心
1994年第2期24-28,共5页
Acta Armamentarii
关键词
引信
安全系统
线性变换
稳定性
fuze,safety and arming system,linear transformation,independence,retardation,stability
