中国新通信
中國新通信
중국신통신
CHINA NEW TELECOMMUNICATIONS
2015年
13期
103-104
,共2页
电磁发射%数学模型%系统方程
電磁髮射%數學模型%繫統方程
전자발사%수학모형%계통방정
electromagnetic emissions%mathematical model%system of equations
电磁发射技术目前被广泛应用军事、民用方面等,逐渐取代传统火力、机械等发射方式,因此对于电磁发射系统建立数值仿真模型是必要的。通过分析发射电路特征和系统运动特性,建立电磁发射系统模型,并由此导出系统方程,选择有较好稳定性的 Treanor算法求解非线性常微分方程组,得到稳定解建立的系统模型。
電磁髮射技術目前被廣汎應用軍事、民用方麵等,逐漸取代傳統火力、機械等髮射方式,因此對于電磁髮射繫統建立數值倣真模型是必要的。通過分析髮射電路特徵和繫統運動特性,建立電磁髮射繫統模型,併由此導齣繫統方程,選擇有較好穩定性的 Treanor算法求解非線性常微分方程組,得到穩定解建立的繫統模型。
전자발사기술목전피엄범응용군사、민용방면등,축점취대전통화력、궤계등발사방식,인차대우전자발사계통건립수치방진모형시필요적。통과분석발사전로특정화계통운동특성,건립전자발사계통모형,병유차도출계통방정,선택유교호은정성적 Treanor산법구해비선성상미분방정조,득도은정해건립적계통모형。
Electromagnetic emission technology is widely used in military, civilian aspects and gradualy replace the traditional firepower, machinery and other means of transmission. So establishing numerical simulation model of the electromagnetic launch system is necessary. By analyzing the characteristics of the transmission circuit and system kinematics, establish electromagnetic launch system model, and thus derived system of equations, choose a better stability Treanor algorithm for solving nonlinear ordinary differential equation, system model established stable solution.