Electric Field Strength H Units - Ampere Turns/Meter?

AI Thread Summary
The discussion clarifies that the magnetic field strength H is measured in ampere turns per meter in the SI system, with no special name for the unit. In the older cgs system, H was referred to as an Oersted, which is historically significant but essentially equivalent to the gauss. There is confusion in terminology, as many refer to B as the magnetic field without distinguishing it from magnetic induction. The conversation highlights the advantages of the Gaussian system, where B and H can share the same units, simplifying the interpretation of magnetic hysteresis curves. Overall, the distinction between magnetic field strength and magnetic induction is emphasized as a crucial aspect of understanding electromagnetism.
ultimateguy
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What are the units of the electric field strength H? I know that H = NI/L for a solenoid and I'm wondering if there is any condensed unit or if it is just ampere turns per meter.
 
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ultimateguy said:
What are the units of the electric field strength H? I know that H = NI/L for a solenoid and I'm wondering if there is any condensed unit or if it is just ampere turns per meter.

\mathbbs{H} is the symbol used for magnetic field strength and has SI units of teslas.
 
The magnetic field \mathbbs{H} has units of amp/meter in the SI system, with no special name attached. In the older cgs units it was called an Oersted (abbreviated Oe). The mention of teslas in the previous post refers to magnetic induction \mathbbs{B}. \mathbbs{B} is now commonly called magnetic field, leading to confusion.
 
Thanks for the info. I was wondering because I'm plotting a magnetic hysteresis curve and have B vs. H and I didn't think they both had the same units.
 
ultimateguy said:
Thanks for the info. I was wondering because I'm plotting a magnetic hysteresis curve and have B vs. H and I didn't think they both had the same units.
That is one of the virtues of the "old" gaussian system.
There B and H can have the same units so the hysteresis curve has a simple meaning. The gaussian unit for H is called "Oersted" for historical reasons, but it really is the same as the unit "gauss".
 
Meir Achuz said:
That is one of the virtues of the "old" gaussian system.
There B and H can have the same units so the hysteresis curve has a simple meaning.
More like a vice! I always wondered why people seemed so flippant about interchanging the magnetic flux and field. More often than not, you'll find B being referred to as the field! I guess this was the reason.
 
Meir Achuz said:
That is one of the virtues of the "old" gaussian system.
There B and H can have the same units so the hysteresis curve has a simple meaning. The gaussian unit for H is called "Oersted" for historical reasons, but it really is the same as the unit "gauss".
Agreed, this is a nice feature of Gaussian units.

ObsessiveMathsFreak said:
More like a vice! I always wondered why people seemed so flippant about interchanging the magnetic flux and field. More often than not, you'll find B being referred to as the field! I guess this was the reason.

You mean magnetic induction and field (flux is yet another quantity). Yes, many writers call B the magnetic field without explanation or comment. Mel Schwartz, in "Principles of Electrodynamics" (1972), is one of the few who are up front in addressing this:
At this point we interject a small bit of philosophy. It is customary to call B the magnetic induction and H the magnetic field strength. We reject this custom inasmuch as B is the truly fundamental field and H is a subsidiary artifact. We shall call B the magnetic field and leave the reader to deal with H as he pleases.
 
marcusl said:
Agreed, this is a nice feature of Gaussian units.



You mean magnetic induction and field (flux is yet another quantity). Yes, many writers call B the magnetic field without explanation or comment. Mel Schwartz, in "Principles of Electrodynamics" (1972), is one of the few who are up front in addressing this:
At this point we interject a small bit of philosophy. It is customary to call B the magnetic induction and H the magnetic field strength. We reject this custom inasmuch as B is the truly fundamental field and H is a subsidiary artifact. We shall call B the magnetic field and leave the reader to deal with H as he pleases.
Mel deserves his Nobel prize for that sentence alone.
 
Edit: For that and more. I was friends with a couple of Mel's grad students working on the pi-mu atom, and had the chance to speak with him a few times. He was not only sharp, but was very nice as well. His accent (Bronx?) and mannerisms reminded me a little of Feynman. I was thrilled when I heard he had won the prize.
 
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