For toroid
B=μμ0NIπd=μμ0NUπdRB=\mu\mu_0\frac{NI}{\pi d}=\mu\mu_0\frac{NU}{\pi dR}B=μμ0πdNI=μμ0πdRNU
So, we have
Φc=BScosα=μμ0NUπdRS\Phi_c=BS\cos\alpha=\mu\mu_0\frac{NU}{\pi dR}SΦc=BScosα=μμ0πdRNUS
Finally
Ψ=NB=μμ0N2UπdRS=250⋅4⋅3.14⋅10−7⋅5002⋅2403.14⋅0.25⋅474⋅400⋅10−6=0.02Wb\Psi=NB=\mu\mu_0\frac{N^2 U}{\pi dR}S=250\cdot4\cdot3.14\cdot10^{-7} \cdot\frac{500^2\cdot240}{3.14\cdot0.25\cdot474}\cdot400\cdot10^{-6 }=0.02WbΨ=NB=μμ0πdRN2US=250⋅4⋅3.14⋅10−7⋅3.14⋅0.25⋅4745002⋅240⋅400⋅10−6=0.02Wb
Best
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