Calculate the mutual inductance between two coils that are inductively coupled if 112V is induced in the secondary when the 60-cylce primary current is 2.8 Amp.
i=i0sinωti=i_0\sin\omega ti=i0sinωt
E2=−M21didt=−M21i0ω⋅cosωtE_2=-M_{21}\frac{di}{dt}=-M_{21}i_0\omega\cdot\cos\omega tE2=−M21dtdi=−M21i0ω⋅cosωt . So,
M21=E2/(i0ω)=112/(2.3⋅2⋅3.14⋅60)=0.297 (H)M_{21}=E_2/(i_0\omega)=112/(2.3\cdot2\cdot3.14\cdot60)=0.297\ (H)M21=E2/(i0ω)=112/(2.3⋅2⋅3.14⋅60)=0.297 (H)
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