Лекция 093-5. Импульсные переходные процессы. Интеграл Дюамеля

This lecture reviews the previous session, introduces the Duyamel integral method, and explains how arbitrary signals can be represented using constant signals either by decomposition or superposition, discussing the factors affecting accuracy. It presents the Duyamel integral formula, outlines an algorithm for calculating transient processes with this method, and provides examples of its application to impulse transient calculations. The lecture also covers topics often omitted in textbooks, such as forced and free components, before concluding with final remarks.