How to Calculate Induced EMF in Mutual Inductance?

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SUMMARY

The discussion focuses on calculating the induced electromotive force (emf) in mutual inductance using the formula e = N x (∆I)/t. The average induced emf calculated is 96 x 10^-3 V. The main challenge highlighted is determining the inductances involved in the calculation, particularly in relation to the rate of change of current in one winding affecting the other winding.

PREREQUISITES
  • Understanding of mutual inductance concepts
  • Familiarity with the formula for induced emf
  • Knowledge of electrical circuits and windings
  • Basic grasp of the relationship between current change and induced emf
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  • Research the principles of mutual inductance in electrical engineering
  • Study the calculation of inductance values for different winding configurations
  • Explore the effects of varying rates of current change on induced emf
  • Learn about practical applications of induced emf in transformers
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Electrical engineers, physics students, and anyone involved in studying or applying concepts of mutual inductance and induced electromotive force in circuits.

RwandaGloria
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Homework Statement
Two magnetically coupled could have a mutual inductance of 32mH. What is the average emf induced in one if the current in one if the current through the other changes from 3 to 15mA in 0.004s. Given that the coil has the number of turns in another. Calculate the inductance in each coil. Thank you.
Relevant Equations
average induced emf= 96x10^-3
I have gotten my average induced emf to be 96 x 10^-3V using the formula, e=Nx(∆I)/t but the problem lies in calculating the inductances.
 

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Your phraseology is so poor that I have no idea what your question really is.
In general: what is the induced emf in one winding if the other winding experiences a given rate of change of current?
 

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