Metallic disc of inner radius R and outer radius 2R is rotating with an angular speed ω. What will be the electric potential difference that appears between the inner and outer periphery. The mass of electrons is m and charge is e.
Metallic disc of inner radius R and outer radius 2R is rotating with an angular speed ω. What will be the electric potential difference that appears between the inner and outer periphery. The mass of electrons is m and charge is e.
Option 1 -
(3mω²R²)/(2e)
Option 2 -
(mω²R²)/(2e)
Option 3 -
(mω²R²)/(3e)
Option 4 -
(2mω²R²)/e
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1 Answer
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Correct Option - 1
Detailed Solution:eE = e (dV/dr) = mω²r
ΔV = ∫dV = ∫ (m/e)ω²rdr from R to 2R
ΔV = (3mω²R²)/ (2e)
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