The radius of the orbit of a charged particle in a magnetic field is related to the

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The radius of the orbit of a charged particle in a magnetic field is related to the momentum of the particle by

p = BqR 39-41

This equation holds classically for p = mu and relativistically for p = m₀u/√1 – u²/c². An electron with kinetic energy of 1.50 MeV moves in a circular orbit perpendicular to a uniform magnetic field B = 5 × 10^-3 T.

(a) Find the radius of the orbit.

(b) What result would you obtain if you used the classical relations p = mu and K = p²/2m?

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Fundamentals of Ethics for Scientists and Engineers

ISBN: 978-0195134889

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Authors: Edmund G. Seebauer, Robert L. Barry

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Question Posted: Nov 29, 2011 12:20 PM

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The radius of the orbit of a charged particle in a magnetic field is related to the

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a Using Equation 3928 p c E 2 E 2 0 2 K 2 ...View the full answer

Fundamentals of Ethics for Scientists and Engineers

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