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A ring of radius R=50 cm having uniformly distributed charge Q=2 C is mounted in the middle of a rod suspended by two identical strings. The tension in strings in equilibrium is To=2 N. Now a vertical magnetic field is switched on, and the ring is rotated at constant angular velocity ω. Find the maximum ω with which the ring can be rotated if the strings can withstand a maximum tension of 3 N. (Take D=1 m and B=0.05 T)

Answer»

A ring of radius R=50 cm having uniformly distributed charge Q=2 C is mounted in the middle of a rod suspended by two identical strings. The tension in strings in equilibrium is To=2 N. Now a vertical magnetic field is switched on, and the ring is rotated at constant angular velocity ω. Find the maximum ω with which the ring can be rotated if the strings can withstand a maximum tension of 3 N. (Take D=1 m and B=0.05 T)






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