含有延迟的Laplace逆变换的求解

Solution of detention-including Laplace inverse transformation

在总结Laplace逆变换计算方法的基础上,举例说明了Laplace反演公式,有时并不适用于含有延迟的Laplace逆变换求象原函数.主要是因为部分含有延迟的Laplace变换所对应的象原函数是分段函数.遇此情形,只有使用其他方法求解Laplace逆变换.

Based on the summary of the Laplace inverse transformation computational method, the Laplace inverse integral formula which is not suitable for detention-including Laplace inverse solution were exemplified. One main reason is that some of the detention-including Laplace transformation which corresponding to image functions is the partition function. And in this case, other methods can be used only to solve the Laplace inverse transformation.