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| | '''Voigt-Thomson law''' describes [[anisotropy|anisotropic]] [[magnetoresistance]] effect in a [[thin film]] strip as a relationship between the electric [[resistivity]] and the direction of [[electric current]]:<ref>http://arxiv.org/abs/cond-mat/0305687</ref> |
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| | ::<math>\rho (\vartheta) = \rho_0 + \Delta \rho \cdot cos^2 \vartheta</math> |
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| | where: |
| | : <math>\vartheta \ </math> is the angle of direction of current in relation to the direction of [[magnetic field]] |
| | : <math>\rho_0 \ </math> is the initial resistivity |
| | : <math>\Delta \rho \ </math> is the change of resistivity (proportional to [[MR ratio]]) |
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| | The equation can also be expressed as:<ref>http://books.google.co.uk/books?id=iboOAAAAIAAJ&q=Voigt-Thomson&dq=Voigt-Thomson&cd=8</ref> |
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| | ::<math>\rho (\vartheta) = \rho_\parallel \cdot cos^2 \vartheta + \rho_\perp \cdot sin^2 \vartheta</math> |
| | |
| | where: |
| | : <math>\rho_\parallel \ </math> is the [[Parallel (geometry)|parallel]] component of resistivity |
| | : <math>\rho_\perp\ </math> is the [[perpendicular]] component |
| | |
| | == References == |
| | {{reflist}} |
| | |
| | [[Category:Spintronics]] |
Latest revision as of 09:21, 24 August 2013
Template:Orphan
Voigt-Thomson law describes anisotropic magnetoresistance effect in a thin film strip as a relationship between the electric resistivity and the direction of electric current:[1]
where:
- is the angle of direction of current in relation to the direction of magnetic field
- is the initial resistivity
- is the change of resistivity (proportional to MR ratio)
The equation can also be expressed as:[2]
where:
- is the parallel component of resistivity
- is the perpendicular component
References
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