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How to impose 'Second Order Approximation'?

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Mark Wood
Mark Wood le 10 Déc 2014
Commenté : Nkenna Amadi le 13 Nov 2016
How would I impose 'Second Order Approximation' to the system below?
  1 commentaire
Nkenna Amadi
Nkenna Amadi le 13 Nov 2016
hey can i know where you got this question from ?

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Star Strider
Star Strider le 10 Déc 2014
The only possibility that comes to mind in my experience is to take it back to the time domain and calculate a second-order Taylor series representation of it. (That’s usually done for nonlinear systems in order to linearise them, but yours seems to me to be linear.)

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