Electric field and magnetic field relationship

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Discussion Overview

The discussion focuses on the relationships between electric field E and magnetic field B, particularly in the context of charged particles and their motion. Participants explore specific equations and conditions under which these relationships hold, as well as the implications of different scenarios involving velocity and field interactions.

Discussion Character

  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant presents two relationships between electric and magnetic fields, questioning the conditions under which they are valid.
  • Another participant suggests that the relationships hold only if v^2=c^2 for nonzero fields.
  • A participant clarifies that the first expression relates B and E for a charged particle moving in the x direction, while the second expression pertains to a different scenario involving a pure magnetic field and a moving observer.
  • Further inquiries are made about the terminology used for E' in the second case, as well as the implications of defining E in terms of force per charge.

Areas of Agreement / Disagreement

Participants express differing views on the conditions under which the relationships between E and B hold, indicating that multiple competing interpretations exist. The discussion remains unresolved regarding the specific definitions and implications of the terms used.

Contextual Notes

There are limitations in the discussion regarding the assumptions made about the velocity and the nature of the fields involved, as well as the definitions of the terms E and E'.

bernhard.rothenstein
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We find in the literature the following relationships between electric field E and magnetic field B
B(z)=E(y)V/cc
and
E(y)=VB(z)
Is there a way to define the situations when they hold?
Thanks
 
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apparently only if v^2=c^2 for nonzero fields
 
Your first expression is the relation between B and E for a charged particle moving in the x direction.
Your second expression is for a different situation.It gives the relation between
E'_y and B'_z if you are moving with velocity v in the x direction with respect to a pure magnetic field (no E) B_z.
 
E and B

Meir Achuz said:
Your first expression is the relation between B and E for a charged particle moving in the x direction.
Your second expression is for a different situation.It gives the relation between
E'_y and B'_z if you are moving with velocity v in the x direction with respect to a pure magnetic field (no E) B_z.
thanks. is there a special name for E' in the second case?
 
E and B relationship

Meir Achuz said:
Your first expression is the relation between B and E for a charged particle moving in the x direction.
Your second expression is for a different situation.It gives the relation between
E'_y and B'_z if you are moving with velocity v in the x direction with respect to a pure magnetic field (no E) B_z.
Consider please the equation
F/q=uxB
If I call E=F/q E has that E a special name?
Thanks.
 

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