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19 Nov 2019
Please be thorough. The answer should be 0.
ak a ** A charged particle of mass m is moving in a constant magnetic field B. The Lorentz force acting on the particle at time t is F(t) = ev(t) à B, where e is the electric charge of the particle and v(t) is the velocity of the particle at time t. Find the rate of change of the speed v(t) of the particle at time t. HINT-I· e(t)2-y(t),y(t). HINT-2. Is there any relation between the directions of the vectors F(t) and v(t)?
Please be thorough. The answer should be 0.
ak a ** A charged particle of mass m is moving in a constant magnetic field B. The Lorentz force acting on the particle at time t is F(t) = ev(t) à B, where e is the electric charge of the particle and v(t) is the velocity of the particle at time t. Find the rate of change of the speed v(t) of the particle at time t. HINT-I· e(t)2-y(t),y(t). HINT-2. Is there any relation between the directions of the vectors F(t) and v(t)?
jyoti90Lv8
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Jamar FerryLv2
2 Feb 2019
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