E = F/q - (V*B)Lorentz Force Law Part 1: Finding E

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Homework Help Overview

The discussion revolves around the application of the Lorentz force law to find the electric field E in relation to a charged particle moving with constant velocity v in the presence of uniform electric and magnetic fields E and B.

Discussion Character

  • Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the implications of constant velocity on the forces acting on the charged particle, leading to discussions about the relationship between E, v, and B.

Discussion Status

Some participants express confidence in the derived expression for E, while others seek confirmation and justification for the correctness of the reasoning. There is a mix of agreement and requests for validation among participants.

Contextual Notes

Concerns are raised regarding the credibility of responses based on the absence of a homework helper badge, indicating a focus on the reliability of information shared in the discussion.

imy786
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Homework Statement



The motion of a charged particle P, observed in an inertial frame S. It is found that P moves with constant velocity v through a region of space where there is a uniform electric field E and a uniform magnetic field B. The speed v = |v|and the field magnitudes E = |E| and B = |B| are all non-vanishing.

Use the Lorentz force law to express E in terms of v and B.

Homework Equations



Lorentz force formula-

F=q(E+v*B)

The Attempt at a Solution



F=q(E+v*B)

F/q = E+ v*B

F/q - (V*B) = E
 
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The charged particle is moving at constant velocity. What does that tell you about the force?
 
constant velocity= no accelration , therefore no force

F/q - (V*B) = E

E= -v * B
 
You got it!
 
anyone else can confirm if my answer is correct
 
looks okay.
 
You don't trust me, imy786?
 
Its correct.
 
its that i don't trust u...anyone can say its correct...without any justification...

and as you havnt got a homework helper badge...its harder to belie...

it doesn't mean i don't believe u..

thanks for your help
 
  • #10
He justified it. If it makes sense to you, then that should be enough to at least turn it in.
 
  • #11
No worries.

Thanks for the backup, StatMechGuy...
 
Last edited:

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