Engineering, 12.02.2020 03:27 angie07253
A particle of given mass m 1kg, and charge q1 Couloumb, is placed in a magnetic field B 1k Tesla and thus is subjected to the effects of the Lorentz force. The force causes it to have an acceleration: a =-(v × B), where v is the particle's velocity. Assume that the motion of the particle remains in the x-y plane and neglect the gravity. If at t-0 sec, the particle was at x y 0 m with an initial speed voー10 ^ m/s, find the equation of the path traced by the particle as it moves. Plot this path. Hint: What is the direction and magnitude of the v crossed with B? If along with the Lorentz force, there was also a drag force acting on the particle that causes an additional acceleration a =-cu, where the coefficient c 0.1 Ns/m, what do you think the path will look like, approximately? Give your reasoning. Once again assume at t -0 sec, the particle was at x-y 0 m with an initial speed vo - 10î m/s. We don't want you to derive the equation of the path in this case, we just want you to reason what its shape will look like
Answers: 1
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Engineering, 04.07.2019 18:10
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A particle of given mass m 1kg, and charge q1 Couloumb, is placed in a magnetic field B 1k Tesla and...
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