Magnetic Field Forces & Acceleration for 75.0 Proton Mass, 1 Proton Charge

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SUMMARY

The discussion focuses on calculating the net force and acceleration of a charged ion with a mass equivalent to 75.0 proton masses and a charge of 1 proton, placed in a magnetic field represented by the vector 3i + 12j + 7k. The ion moves with a velocity of -7.0k. The net force can be determined using the Lorentz force equation, while the net acceleration can be derived from Newton's second law. Additionally, the work done by the magnetic field over a duration of 20.0 milliseconds is also a key point of inquiry.

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  • Understanding of the Lorentz force equation
  • Familiarity with Newton's second law of motion
  • Knowledge of vector mathematics
  • Basic principles of electromagnetism
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A charged ion with a molecular weight equal to 75.0 proton masses and a charge of 1 proton is placed into a magnetic field given by the vector 3i + 12j + 7k. It is moving with a velocity given by the vector -7.0k. wat is the net force and what is the net acceleration produced? What is the net amount of work done by the magnetic field if the field is applied for 20.0 milliseconds?

Again I can not remember how to go about doing this problem so could someone please give me a point in the right direction!
 
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Again what do you know about the relationship between force and electric field. It has a very simple vector relation and from that you can find the net acceleration from Newtons second law. be careful about the acceleration though as you must remember the particle is moving aswell.
 

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