Overview
Linear Time-Invariant (LTI) systems are fundamental in engineering and mathematics, providing a framework for analyzing and designing systems that respond predictably to inputs. Their linearity and time-invariance properties simplify the analysis, allowing for the use of powerful mathematical tools ...
Key Terms
Example: If you double the input, the output also doubles.
Example: A system that behaves the same way today as it will tomorrow.
Example: The impulse response can be used to determine the output for any input.
Example: Convolution is used to find the output of an LTI system given its impulse response.
Example: If a system responds to input A and input B, the response to A + B is the sum of the two responses.
Example: The transfer function can be used to analyze system stability.