Rate of current changing through an inductor

AI Thread Summary
The discussion focuses on calculating the rate of current increase through a coil with a given inductance and resistance when a potential difference is applied. The user initially determines the current at t=0 using Ohm's law, resulting in 0.25 A. They then attempt to find the current at t=1.2 ms by considering the change in magnetic flux, questioning if the flux changes at a rate of 45 Wb/s. The user expresses uncertainty about how to proceed due to the unknown number of turns in the coil. The conversation highlights the complexities of analyzing RL circuits and the need for additional information to solve the problem accurately.
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Homework Statement


At time t=0 a 45V potential difference is applied to the leads of a coil with inductance L=50 mH and resistance R=180 ohm. At what rate is the current through the coil increasing at t=1.2ms?

Homework Equations



1) L=EMF/ (di/dt)
2) L=N(flux)/i
3)emf=iR

The Attempt at a Solution



I thougt you could first find the current at t=o using EMF=iR= .25 A, then you could find the current at t=1.2 ms, by first finding the flux at this time to do this:

I thought -d(flux)/dt=EMF= 45V. Is it correct to say that the magnetic flux is changing at a rate of 45 wb/s ? and then multiply by time and use equation 2 , however we don't know the number of turns, which is where I am stuck

any hints would be appreciated
 
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