Question of units of B, H in Gaussian system

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    Gaussian System Units
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Discussion Overview

The discussion revolves around the relationship between the magnetic field intensity (H) and the magnetic flux density (B) in the Gaussian system of units, particularly in the context of their usage in equations involving forces on charged particles.

Discussion Character

  • Technical explanation, Conceptual clarification, Debate/contested

Main Points Raised

  • One participant notes that in "Classical Theory of Fields" by Landau & Lifgarbagez, the force on a charged particle is expressed using H, leading to confusion about the units involved.
  • Another participant states that in Gaussian units, B and H have the same units (gauss) and are identical in free space.
  • A repeated assertion emphasizes that H was originally given the unit 'Oersted', with a historical note that 1 Oersted equals 1 Gauss.
  • A question is raised about whether B and H are entirely interchangeable in Gaussian units.
  • Another participant reiterates that in Gaussian units, B and H have the same units and are identical in free space.

Areas of Agreement / Disagreement

Participants generally agree that in Gaussian units, B and H share the same units and are identical in free space. However, there is some uncertainty regarding their interchangeability and the historical context of their definitions.

Contextual Notes

There is an indication of confusion regarding the units and their historical definitions, but specific assumptions or limitations are not fully explored.

Master J
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In "Classical Theory of Fields", by Landau & Lifgarbagez, they give, for example, the force on a charged particle by a magnetic field as:

F = \frac{ev}{c} x H

where H is the magnetic field intensity. Now, normally written in SI units, this expression would use B and no factor of 1/c.

So how are B and H related here? I'm a bit confused over the units in use (which I think may be Gaussian)!
 
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In Gaussian units, B and H have the same units (gauss), and are identical in free space.
For sonme historical reason (and a bit of confusion) H was originally given the unit 'Oersted' with 1 Oersted = 1 Gauss.
 
In Gaussian units, B and H have the same units (gauss), and are identical in free space.
For some historical reason (and a bit of confusion) H was originally given the unit 'Oersted' with 1 Oersted = 1 Gauss.
 
So in Gaussian units, B and H are entirely interchangeable?
 
In Gaussian units, B and H have the same units (gauss), and are identical in free space.
 

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