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Question

Figure 28-59 shows a schematic drawing of an ac generator. The basic generator consists of a rectangular loop of dimensions $a$ and $b$ and has $N$ turns connected to slip rings. The loop rotates (driven by a gasoline engine) at an angular speed of $\omega$ in a uniform magnetic field $\overrightarrow{\boldsymbol{B}}$. Verify that the induced potential difference between the two slip rings is given by $\mathcal{E}=N B a b \omega \sin \omega t$.

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Answered 1 year ago

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1 of 7The problem would like to show that the **induced potential difference** between slip rings is:

$\varepsilon = NB \cdot a \cdot b \cdot \omega \sin \omega t$

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