The quantum communication network marries a variety of GHZ states to well establish the secure key distribution system employed in conjunction with the nodes and control centers.
这个量子密钥传输协议在通信节点和控制中心之间通过多个GHZ对构建安全的密码分配系统。
Via adjusting the coupling constant of cavity and mirror, as well as the vibration frequency of mirror, different quantum states have been obtained.
通过调节腔场的长度、圆频率，以及镜子的质量、振动频率等宏观物理量，可以获得不同的量子态。
The electronic states were investigated by a model of the spherical square well with infinite depth and the radii of the quantum dots were estimated from the parameters of luminescence data.
在无限深球方势阱模型的基础上分析了量子点的电子态，量子点的半径通过荧光光谱的参数被估算。
The electronic states were investigated using a model of spherical square well with infinite depth, and the radii of the quantum dots were estimated from the parameters of the luminescence data.
还用无限深球方势阱模型分析了量子点样品的电子态，并根据荧光参数估算了量子点的尺度。
The design of quantum bits, entangle states and the related theory, as well as an experiment to test Bell′s inequality are introduced in details.
介绍了产生电子拍的量子模型，陈述了纳米线的研究现状，叙述了在纳米线中实现量子逻辑门及纠缠态的设想及理论依据，以及检测贝尔不等式的实验方案。
The design of quantum bits, entangle states and the related theory, as well as an experiment to test Bell′s inequality are introduced in details.
介绍了产生电子拍的量子模型，陈述了纳米线的研究现状，叙述了在纳米线中实现量子逻辑门及纠缠态的设想及理论依据，以及检测贝尔不等式的实验方案。
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