摘要
LTI连续时间系统的系统状态在换路时刻(t=0)是否发生跳变不仅取决于系统微分方程右边形式,也取决于系统在换路时刻的激励。换路时刻激励x(t)=[x(0_+)-x(0_-)]△u(t)仅适用于阶跃信号激励情况,而不适用于单边指数信号或正余弦信号激励情况。
Whether the system state of LTI continuous-time system will jump at the switch time(t=0)depends not only on the right-hand form of the system differential equation,but also on the excitation of the system at the switch time.The excitation x(t)=[x(0+)-x(0_)]Δu(t)at the switch time is only suitable for step signal excitation,but not for single-sided exponential signal or sine-cosine signal excitation.
作者
李泽光
宋琳
LI Ze-guang;SONG Lin(College of Information Engineering,Dalian University,Dalian 116622,China)
出处
《大连大学学报》
2018年第6期1-2,共2页
Journal of Dalian University
关键词
换路时刻激励
状态跳变
系统响应
excitation at the switch time
state jump
system response