大学物理 ›› 2008, Vol. 27 ›› Issue (4): 25-25.
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刘正生[1] 刘宇清[2]
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摘要: 给出了求解动态电路冲激响应初始值和动态奇异电路响应初始值的一种简易方法.在电路换路后,其电容电压或电感电流的初始状态一般不产生跃变,但有时也可能产生跃变,当一时难于确定时,可先将电路化为其s域模型,并将0_值带进换路后的电路模型,再应用拉氏变换的初值定理,即可在s域解决t域响应的初始状态0+值的问题.该方法广泛适用于各种电路.
关键词: 冲激响应, 初始值, 跃变, s域模型
Abstract: The solution dynamic circuit impulse response initial value and dynamic circuit response initial value another simple method are given. After switching, the original state of circuit capacity voltage or circuit inductance current hasn't the jump normally, but sometimes there can be the jump. When it hard to determine for a while, the circuit may be changed into its s -domain model firstly, then the 0- value has been taken into the switched circuit model, lastly the Laplace transform's initial value theorem was applied, which solved the t - domain response original state 0 + value problem in the s -domain. This method is applicable to various circuits extensively.
Key words: impulse response, initial value, jump, s -domain model
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刘正生[] 刘宇清[]. 动态电路冲激响应初始值的一种简易求法[J]. 大学物理, 2008, 27(4): 25-25.
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