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A solenoid has length \(l = 0.5\) m, radius \(r = 1\) cm \(= 0.01\) m, total turns \(N = 500\), and carries current \(I = 5\) A. What is the turns per unit length?

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Question

A solenoid has length \(l = 0.5\) m, radius \(r = 1\) cm \(= 0.01\) m, total turns \(N = 500\), and carries current \(I = 5\) A. What is the turns per unit length?

Options

  • \(n = 500\) turns/m

  • \(n = 50{,}000\) turns/m

  • \(n = 1000\) turns/m

  • \(n = 2500\) turns/m

MCQ
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Solution

The turns per unit length is \(n = \frac{N}{l} = \frac{500}{0.5} = 1000\) turns/m. This value is then used directly in \(B = \mu_0 nI\) to compute the interior magnetic field of the solenoid.

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