A particle with negative charge q and mass m= 2,58 .10-15 kg is traveling through a region containing a uniform magnetic field B= -(0,12T)k. At a particular instant of time the velocity of the particle is v=(1.05 .106m/s)(-3i+4j+12k) and the force F on the particle has a magnitude of 2,45N a) Explain why the path of the particle is helix, and determine the radius of curvature R of the circular component of the helical path. b) Determine the cyclotron frequency of the particle.
A particle with negative charge q and mass m= 2,58 .10-15 kg is traveling through a region containing a uniform magnetic field B= -(0,12T)k. At a particular instant of time the velocity of the particle is v=(1.05 .106m/s)(-3i+4j+12k) and the force F on the particle has a magnitude of 2,45N a) Explain why the path of the particle is helix, and determine the radius of curvature R of the circular component of the helical path. b) Determine the cyclotron frequency of the particle.
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter22: Magnetic Forces And Magnetic Fields
Section: Chapter Questions
Problem 63P
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A particle with negative charge q and mass m= 2,58 .10-15 kg is traveling through a region containing a uniform magnetic field B= -(0,12T)k. At a particular instant of time the velocity of the particle is v=(1.05 .106m/s)(-3i+4j+12k) and the force F on the particle has a magnitude of 2,45N
a) Explain why the path of the particle is helix, and determine the radius of curvature R of the circular component of the helical path.
b) Determine the cyclotron frequency of the particle.
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