quantum electrodynamics

The incredible success of quantum electrodynamics raises the question.

量子电动力学惊人的成功引起了这一问题.

Richard Feynman's Nobel Prize winning idea on quantum electrodynamics was inspired by a wobbling plate in a cafeteria. J.K. Rowling's idea for Harry Potter came to her while she was waiting on a crowded train.

理查德·费曼获得诺贝尔奖的关于量子点动力学的概念来自于咖啡馆里摇摆盘。罗琳关于哈利波特的写作灵感是她在乘坐一辆很挤的车上产生的。

The first complete quantum field theory, quantum electrodynamics, provides a fully quantum description of the electromagnetic interaction.

首先完善的量子场理论，量子电力学提供了电磁相互作用充分的量子描述。

Out of quantum electrodynamics come all known electrical, mechanical, and chemical laws.

从量子电动力学可以得出所有已知的电学 、 力学和化学定律.

In quantum electrodynamics two electrons obeyed Coulomb's inverse square law.

在量子电动力学两个电子听从库仑反平方定律.

Quantum electrodynamics theory of high-order above-threshold ionization

高阶阈值上电离的量子电动力学理论

Based on cavity quantum electrodynamics and physics of quantum well, the spontaneous emission spectra in quantum well micro cavity lasers with DBRs have been calculated.

应用腔量子电动力学和量子阱物理，计算了量子阱DBR微腔激光器的自发发射谱。

For these problems there is still no clear solution, even in quantum electrodynamics.

这些问题还没有明确的解释, 即使在量子电动力学中.

To treat the problem fully requires the use of quantum electrodynamics.

完整地讨论这个问题需要应用量子电动力学.

Cavity quantum electrodynamics is an important mesas to realize quantum information, and it is also the system that obtain Deterministic multi-particle entanglement. Using Cavity quantum electrodynamics system can achieve the conversion between atomic quantum bit and photon quantum bit.

腔量子电动力学（Cavity Quantum Electrodynamics）是实现量子信息的重要方法之一，也是目前在实验上获得决定性多粒子纠缠（Deterministic multi-particle entanglement）的物理系统。