原子与光学物理学:光学布洛赫方程和开放系统动力学

Atomic and Optical Physics: Optical Bloch Equations and Open System Dynamics

Learn about the Optical Bloch equations and their solutions with applications to open system dynamics.

660 次查看
麻省理工学院
edX
  • 完成时间大约为 4
  • 高级
  • 英语
注:因开课平台的各种因素变化,以上开课日期仅供参考

你将学到什么

The derivation of the master equation

The derivation of the Optical Bloch equation

Solutions of the Bloch equations

The Monte Carlo wavefunction approach

Unraveling open system quantum dynamics

课程概况

This physics course presents a general derivation of the master equation and the optical Bloch equations. You will learn about various solutions of the optical Bloch equations, and you will discuss the quantum Monte Carlo wavefunction approach. The course will conclude with a discussion of unraveling open system quantum dynamics.

This course is a part of a series of courses to introduce concepts and current frontiers of atomic physics, and to prepare you for cutting-edge research:

8.422.1x: Quantum states and dynamics of photons
8.422.2x: Atom-photon interactions
8.422.3x: Optical Bloch equations and open system dynamics
8.422.4x: Light forces and laser cooling
8.422.5x: Ultracold atoms and ions for many-body physics and quantum information science

At MIT, the content of the five courses makes the second of a two-semester sequence (8.421 and 8.422) for graduate students interested in Atomic, Molecular, and Optical Physics. This sequence is required for Ph.D. students doing research in this field.

Completing the series allows you to pursue advanced study and research in cold atoms, as well as specialized topics in condensed matter physics. In these five courses you will learn about the following topics:

quantum states and dynamics of photons
photon-atom interactions: basics and semiclassical approximations
open system dynamics
optical Bloch equations
applications and limits of the optical Bloch equations
dressed atoms
light force
laser cooling
cold atoms
evaporative cooling
Bose-Einstein condensationquantum algorithms and protocols
ion traps and magnetic traps.

预备知识

A two-semester sequence in Quantum Mechanics at the level of MIT 8.05 and 8.06

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