1. Index response of linear systems with localized constants
The indexical response of a system is the response s (t ) to the action e (t ) equal to the unit step (Heavyside step), which will be referred to here as ϒ (t ). This study makes it possible to obtain the response of a system to an ideal rectangular pulse by considering the difference between the responses to two steps separated by a time t p . The index response is calculated using the Laplace transform:
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Index response of linear systems with localized constants
Propagation on a two-conductor transmission line
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