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Problem set 5: Properties of linear, time-invariant systems
ocw.mit.eduSignals and Systems P5-2 P5.4 Consider the linear, time-invariant system in Figure P5.4, which is composed of a cascade of two LTI systems. u(t) is a unit step signal and s(t) is the step response
5Properties of Linear, Time-Invariant Systems
ocw.mit.edu5 Properties of Linear, Time-Invariant Systems In this lecture we continue the discussion of convolution and in particular ex-plore some of its algebraic properties and their implications in terms of linear,
Course Notes 1: Introduction to Biomedical Instrumentation ...
www.eecs.umich.eduvariables the system is sensing. In this course we will only consider linear, time invariant systems unless otherwise explicitly noted. For such systems, the dynamics can be fully described by simple differential equations of the form: () () () b x t dt dx t b dt d x t a y t b dt dy t a dt d y t a m m n m n n +K+ 1 + 0 = +K+ 1 + 0