Question:medium

Calculate the depth of penetration of a 1 MHz wave into copper which has a conductivity \[ \sigma = 5.8\times10^7\ \text{mhos/m} \] and a permeability approximately equal to that of free space.

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Skin depth decreases when:
• Frequency increases
• Conductivity increases
• Permeability increases Higher frequency currents flow mainly near conductor surface.
Updated On: May 22, 2026
  • \(0.1334\ \text{mm}\)
  • \(0.0044\ \text{mm}\)
  • \(0.0667\ \text{mm}\)
  • \(0.0333\ \text{mm}\)
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The Correct Option is D

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