Electrical Resistance of Ferromagnetic Metals
スポンサーリンク
概要
- 論文の詳細を見る
We use a model for ferromagnets such that the electrical current is carried by 4s (or 6s) electrons which are assumed to be described in band scheme and the unpaired electrons (3d or 4f) are assumed to be localized on the lattice points. In the temperature region far below the Curie point the spin-disorder in spin orientation, which can be naturally described in terms of spin waves, gives rise to the scattering of conduction electrons through the s-d interaction and accordingly contributes to the anomalous part of the resistivity of type T^2, which agrees fairly well with the experimental results both in order of magnitude and in temperature dependence. The effects of the lattice vibration are also discussed and turn out to give only the small additional contribution of type T^5.
- 理論物理学刊行会の論文
- 1959-09-25
著者
関連論文
- Domain-Wall Excitations in an Ising-Like Antiferromagnetic Chain under a Transverse Magnetic Field
- A Green's Function Theory of the Heisenberg Paramagnet
- A Green's Function Approach to the Heisenberg Model of One-, Two- and Three-Dimensional Systems
- Magnetization Process of a Dilute Ising-Like Chain
- On the State of Solid Hydrogen
- Resistivity Anomaly near a Critical Point in Semiconductor Alloys
- Electrical Resistance of Ferromagnetic Metals
- Phase Transitions of a Solvable Spin-One System with Bilinear and Biquadratic Interactions
- Remarks on Spin-Wave Theory for the Ferromagnetic Exchange Problem
- Space-Time Correlation Function in the Theory of Electrical Conductivity
- A Second Order Green Function Theory of a Heisenberg Ferromagnet
- Extended Watson Integral for an Anisotropic Simple Cubic Lattice
- Quantization of Spin Wave Field
- Frustration and Quantum Fluctuation in Spin-1 Antiferromagnetic Chains with Competing Interactions
- A Note on Sum Rule in the Mossbauer Effect
- A Note on Extended Watson Integrals