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SATELLITE COMMUNICATION OVER QUANTUM CHANNEL

机译:量子信道上的卫星通信

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Quantum computing offers revolutionary solutions in the field of computer sciences, applying the opportunities of quantum physics which are incomparably richer than classical physics. Although quantum computers are going to be the tools of the far future, there are already a few algorithms to solve problems which are very difficult to handle with traditional computers. Perhaps the easiest example of a structure of a quantum system is a quantum channel. Typically, one is interested in some basis in the Hilbert space representing the input of a channel, which is entangled with a second Hilbert space representing the environment, and then another (possibly the same) basis for the first space at a later time. Free-space Quantum Key Distribution (QKD) - over an optical path of about 30 cm - was first introduced in 1991, and recent advances have led to demonstrations. Indeed there are certain key distribution problems in this category for which free-space QKD has practical advantages (for example it is not practical to send a courier to a satellite). Quantum computing algorithms can be used to affirm our communication in several ways (open-air communication, satellite communications, satellite broadcast, satellite-satellite communication). We set up a free-space quantum-channel-model at the university and made several simulations. The main aim is to trace some adoptable algorithms in the communication between Earth and the satellite and also between satellites. This paper is a theoretical study to compare the simulation results of the three models.
机译:量子计算提供了计算机科学领域的革命性解决方案,利用了量子物理学比传统物理学更丰富的机会。尽管量子计算机将成为遥远的未来的工具,但是已经有一些算法可以解决传统计算机很难处理的问题。量子系统的结构最简单的例子也许就是量子通道。通常,一个人对代表通道输入的希尔伯特空间有某种兴趣,它与代表环境的第二个希尔伯特空间纠缠在一起,随后又对第一个空间的另一个(可能是相同的)基础产生了纠缠。 1991年首次引入了约30厘米光路上的自由空间量子密钥分配(QKD),近来的进展导致了示范。实际上,在此类中存在某些关键的分发问题,对于这些分发问题,自由空间QKD具有实际优势(例如,向卫星发送快递是不切实际的)。量子计算算法可用于以多种方式确认我们的通信(露天通信,卫星通信,卫星广播,卫星卫星通信)。我们在大学建立了一个自由空间量子通道模型,并进行了一些模拟。主要目的是在地球与卫星之间以及卫星之间的通信中追踪一些可采用的算法。本文是对三个模型的仿真结果进行比较的理论研究。

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