Engineering Solve 2nd Order RLC Circuit Problem | Get Answers Now

AI Thread Summary
The discussion revolves around solving a second-order RLC circuit problem, specifically focusing on the last line of a solution. Participants confirm that the derivative diL(0+)/dt equals -24 A/s and question whether the second derivative diL^2(0+)/dt^2 equals 0. There is a request for clarification on expressing the voltage VR in terms of the current IL. The conversation highlights the importance of understanding derivatives in analyzing RLC circuits. Overall, the thread seeks assistance in finalizing the solution to the circuit problem.
paulmdrdo
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Homework Statement
FIND dvR(0+)/dt for the circuit depicted below.
Relevant Equations
See the attached photo.
2z5u55f.png


I was stuck with the last line of my solution please help me find the correct answer to this problem. TIA!
 
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Hint: You have the value of diL (0+)/dt.
 
cnh1995 said:
Hint: You have the value of diL (0+)/dt.
Yes I know that diL (0+)/dt = -24 A/s but isn't diL^2 (0+)/dt^2 = 0?
 
paulmdrdo said:
Yes I know that diL (0+)/dt = -24 A/s but isn't diL^2 (0+)/dt^2 = 0?
Can you write VR in terms of IL?
 

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