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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> |
| | |
| | ::<math>\rho (\vartheta) = \rho_0 + \Delta \rho \cdot cos^2 \vartheta</math> |
| | |
| | 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]]) |
| | |
| | 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> |
| | |
| | ::<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]] |
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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