This problem explores how a current-carrying wire can be accelerated by a magnetic field. You will use the ideas of magnetic flux and the EMF due to change of flux through a loop. Note that there is an involved follow-up part that will be shown once you have found the answer to Part B. Part C What is the acceleration a, (t) of the rod? Take m to be the mass of the rod. Figure < 1 of 1 Express your answer as a function of V, B, the velocity of the rod v-(t), L, R, and the mass of the rod m. ν ΑΣφ ? a-(t) = rod
This problem explores how a current-carrying wire can be accelerated by a magnetic field. You will use the ideas of magnetic flux and the EMF due to change of flux through a loop. Note that there is an involved follow-up part that will be shown once you have found the answer to Part B. Part C What is the acceleration a, (t) of the rod? Take m to be the mass of the rod. Figure < 1 of 1 Express your answer as a function of V, B, the velocity of the rod v-(t), L, R, and the mass of the rod m. ν ΑΣφ ? a-(t) = rod
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Transcribed Image Text:This problem explores how a current-carrying wire can be
accelerated by a magnetic field. You will use the ideas of
magnetic flux and the EMF due to change of flux through a
loop. Note that there is an involved follow-up part that will be
shown once you have found the answer to Part B.
Part C
What is the acceleration a, (t) of the rod? Take m to be the mass of the rod.
Figure
1 of 1
Express your answer as a function of V, B, the velocity of the rod v, (t), L, R, and the mass of the rod m.
?
a,(t) =
rod
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