Q1. (a) The number density of free electrons in tin is 1.5 x 102⁹ m³³. Compute the penetration depth predicted by the Lo

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Q1. (a) The number density of free electrons in tin is 1.5 x 102⁹ m³³. Compute the penetration depth predicted by the Lo

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Q1 A The Number Density Of Free Electrons In Tin Is 1 5 X 102 M Compute The Penetration Depth Predicted By The Lo 1
Q1 A The Number Density Of Free Electrons In Tin Is 1 5 X 102 M Compute The Penetration Depth Predicted By The Lo 1 (20.77 KiB) Viewed 36 times
Q1. (a) The number density of free electrons in tin is 1.5 x 102⁹ m³³. Compute the penetration depth predicted by the London model, assuming that all the free electrons are superconducting. The permeability of free space (at vacuum) is a physical constant equal to approximately 4π x 10-7 henry per meter. (b) Estimate the coherence length, if Hc₁ and Hc2 are 31 and 155 oersted, respectively. (1.5/1)
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