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{{About|the magnetic law|the stochastic distribution|Rayleigh distribution|optical scattering|Rayleigh scattering|wireless multipath propagation|Rayleigh fading}}
 
The '''Rayleigh law''' describes the behavior of [[ferromagnetic]] materials at low [[magnetic field|fields]].
 
[[Ferromagnetic]] materials consist of [[magnetic domains]]. When a small external field <math>H</math> is applied, domains parallel to the external field start to grow. In this region, [[Domain wall (magnetism)|domain wall]]s are moving. They are hindered by material defects. [[Lord Rayleigh]] investigated this first <ref>{{cite journal|last=Rayleigh|first=Lord|title=On the behaviour of iron and steel under the operation of feeble magnetic forces|journal=Phil. Mag.|series=1|volume=23|pages=225–248|year=1887}}</ref> and quantified the magnetization <math>M</math> as a linear and quadratic term in the field:
 
:<math>M = \chi_0 H + \alpha_R \mu_0 H^2.</math>
 
Here <math>\chi_0</math> is the initial [[magnetic susceptibility|susceptibility]], describing the reversible part of magnetisation reversal. The Rayleigh constant <math>\alpha_R</math> describes the irreversible [[barkhausen effect|Barkhausen jumps]].
 
==References==
{{Reflist}}
* {{cite book|last=Kronmüller|first=Helmut|first2=Manfred|last2=Fähnle|title=Micromagnetism and the microstructure of ferromagnetic solids|publisher=Cambridge University Press|year=2003|isbn=0-521-33135-8|p=148}}
* {{cite book|last=Cullity|title=Introduction to magnetic materials|publisher=Addison-Wesley|year=1972|p=342}}
 
[[Category:Magnetism]]
 
 
{{electromagnetism-stub}}

Revision as of 00:52, 28 October 2013

29 yr old Orthopaedic Surgeon Grippo from Saint-Paul, spends time with interests including model railways, top property developers in singapore developers in singapore and dolls. Finished a cruise ship experience that included passing by Runic Stones and Church.

The Rayleigh law describes the behavior of ferromagnetic materials at low fields.

Ferromagnetic materials consist of magnetic domains. When a small external field H is applied, domains parallel to the external field start to grow. In this region, domain walls are moving. They are hindered by material defects. Lord Rayleigh investigated this first [1] and quantified the magnetization M as a linear and quadratic term in the field:

M=χ0H+αRμ0H2.

Here χ0 is the initial susceptibility, describing the reversible part of magnetisation reversal. The Rayleigh constant αR describes the irreversible Barkhausen jumps.

References

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  • 20 year-old Real Estate Agent Rusty from Saint-Paul, has hobbies and interests which includes monopoly, property developers in singapore and poker. Will soon undertake a contiki trip that may include going to the Lower Valley of the Omo.

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Template:Electromagnetism-stub

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