5. L₁ Given the circuit below: M R₁ Solution: 1. 12(t) Mycee L2 R₂ 2. L₁R₂ = L₂R₁ (alt) 1. find the symbolic expression for the transfer function I₂(s) H(s) = A(s) 2. the conditions of the circuit parameters R₁, R2, L₁ e L₂ under which H(s) is constant for any s + Delt) H(s) = R₁ + SL₁ (R₁ + R₂) + s(L1 + L₂)
please solve this in detail since i didnt understand how it was previously solved. the solution is with them but i need the steps. if u used kcl and kvl please specify where the current i2 comes from and explain kvl and kcl in general terms of how u used it in this specific case. thank you
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this is a question to the follow up answer not the original so please answer my inqiuiries instead of re-solving. how did u find the relations in the first page solution? zR1=R1 etc.. and on what basis did you take them in series? and please explain in detail how you laplace transformed the circuit as i do not know how to do it. thank you and please answer in great detail
i dont understand how and why laplace transform was applied to the circuit can you explain that? also how did u use current division rule and used R + L in the numerator and denominator and how did you know which R AND L are supposed to be in the denominator and numerator i saw how yuo explained it with Z but it seems everything is in series not parallel in the original figure. and in question 2 on what basis is H(s) constant? thank you