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
by Bartleby Experti 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
by Bartleby Expert
