Distribution of Electrons in Quantum Dots Analyzed by Classical Mapping and Molecular Dynamics
スポンサーリンク
概要
- 論文の詳細を見る
The electron system of arbitrary degeneracy can be mapped onto a classical system where electrons of the same spin are assigned an additional interaction and the effect of degeneracy is taken into account through an imaginative temperature. We apply this method to electrons in quantum dots modeled as two-dimensional electron liquid confined in a finite domain by a harmonic potential. We analyze distribution functions by molecular dynamics instead of solving integral equations which are not so useful in the case without translational invariance.
- Faculty of Engineering, Okayama Universityの論文
- 2006-01-00
Faculty of Engineering, Okayama University | 論文
- Numerical Simulation of Acoustic Waves in a Two-Dimensional Phononic Crystal: Negative Refraction
- Information Transfer and Entanglement Creation by Spin Chains: Effects of Noise and Asymmetry
- Vibrational Properties of Si Crystal with Vacancy : A Tight-Binding Study
- Stochastic-Dierence-Equation Method for Long Time-scaleMolecular Dynamics Simulations
- Melting of Spherical Yukawa Clusters Analyzed by Monte CarloSimulation