Statistical Thermodynamics of the Superconducting State
スポンサーリンク
概要
- 論文の詳細を見る
An attempt has been made to interpret the superconducting state of the conduction electrons in the metal by the statistical mechanical treatment, introducting the second order effect of the lattice vibration on the electrons which has first been used by Frohlich for this problem as the source of the attractive force in the momentum space. Using some reasonable simplifications, we can show the existence of a special equilibrium state which is stable below a certain temperature. If we consider this special state as the superconducting state, we can calculate the jump of the specific heat AC and the threshold magnetic field curve which represent well the experimental results: ΔC=γT_e (γ is the electronic specific heat coefficient and T_e Is the transition temperature) H=2π^3Nk-(T_e-T)/3_<μ_0> (μ_0 is the Fermi energy. N is the number of the electrons in 1 cm^3 and k is the Boltzman's constant).
- 社団法人日本物理学会の論文
- 1952-06-25
著者
関連論文
- Construction and In Vitro Properties of Chimeric Simian and Human Immunodeficiency Virus with the Human TNF-Alpha Gene
- HIV-2 amino acid substitutions in Gag and Env proteins occurring simultaneously with viral load upsurge in a drug-naive patient
- Differentiation of a Cell Line of Human Cervical Argyrophil Small Cell Carcinoma to Macrophage Lineage Cells
- Statistical Thermodynamics of the Superconducting State
- Preface : Theory of Distribution Functions for Quantum Systems
- Statistical Mechanics of Quantum Mixtures. I : A General Formulation and Its Application to the Binary Hard-Sphere System
- A Note on the Cluster Expansion for Quantum Gases