- #1
Sciencelad
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An oscillatory circuit
So, there are parameters of a circuit. Also we got an answer. Just look at image below in the attachments.
This problem uses simple differential equations. All I could write down here is on the wikipedia page: http://en.wikipedia.org/wiki/LC_circuit"
After some pondering, I've got something about that.
\epsilon=L_{1}\frac{dI}{dt}
\epsilon_{c}=-L_{2}\frac{dI}{dt}
U=I*R
U\epsilon_{c}=\frac{q}{C}
So that:
IR+\frac{q}{c}=\frac{dI}{dt}(L_{1}-L_{2})
Homework Statement
So, there are parameters of a circuit. Also we got an answer. Just look at image below in the attachments.
Homework Equations
This problem uses simple differential equations. All I could write down here is on the wikipedia page: http://en.wikipedia.org/wiki/LC_circuit"
The Attempt at a Solution
After some pondering, I've got something about that.
\epsilon=L_{1}\frac{dI}{dt}
\epsilon_{c}=-L_{2}\frac{dI}{dt}
U=I*R
U\epsilon_{c}=\frac{q}{C}
So that:
IR+\frac{q}{c}=\frac{dI}{dt}(L_{1}-L_{2})
Attachments
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