Solving DE's for circuits with piecewise functions using Laplace Transforms скачать в хорошем качестве

Solving DE's for circuits with piecewise functions using Laplace Transforms

Piecewise Continous functions are used to model RLC circuits. The easiest way to solve these is to use the 2nd shifting theorem and the unit step function to solve them using Laplace Transforms. In this video, I use the Second Shifting Theorem and construct the piecewise continuous functions to model the circuits. If you have not studied the 2nd shifting theorem, here is a video on the topic:    • The Second Shifting Theorem and the Unit S...   00:00 Ex: Piecewise with variable constants 01:40 Setting up the piecewise function 05:50 Using the 2nd shifting theorem 07:21 Inverse using 2nd shifting 12:23 Ex 2: Numbers for constants 13:34 Setting up the piecewise function 17:27 Laplace using the 2nd shiifting 19:19 Marker 9 21:54 Taking the inverse