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Quantum limited performance of optical receivers

机译:光接收器的量子受限性能

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While the fundamental performance limit for traditional radio frequency (RF) communications is often set by background noise on the channel, the fundamental limit for optical communications is set by the quantum nature of light. Both types of systems are based on electro-magnetic waves, differing only in carrier frequency. It is, in fact, the frequency that determines which of these limits dominates. We explore this in the first part of this paper. This leads to a difference in methods of analysis of the two different types of systems. While equations predicting the probability of bit error for RF systems are usually based on the signal to background noise ratio, similar equations for optical systems are often based on the physics of the quantum limit and are simply a function of the detected signal energy received per bit. These equations are derived in the second part of this paper for several frequently used modulation schemes: On-off keying (OOK), pulse position modulation (PPM), and binary differential phase shift keying (DPSK.). While these equations ignore the effects of background noise and non-quantum internal noise sources in the detector and receiver electronics, they provide a useful bound for obtainable performance of optical communication systems. For example, these equations may be used in initial link budgets to assess the feasibility of system architectures, even before specific receiver designs are considered.
机译:虽然传统射频(RF)通信的基本性能限制通常由通道上的背景噪声设置,但光通信的基本限制由光的量子性质设定。两种类型的系统都基于电磁波,仅在载波频率下不同。事实上,确定这些限制的频率主要占主导地位。我们在本文的第一部分探讨了这一点。这导致分析两种不同类型系统的方法的差异。虽然预测RF系统的比特误差概率的等式通常基于对背景噪声比的信号,但是光学系统的类似方程通常基于量子限制的物理,并且只是每位接收检测到的信号能量的函数。这些方程在本文的第二部分中导出,用于几种常用的调制方案:开关键控(OOK),脉冲位置调制(PPM)和二进制差分相移键控(DPSK。)。虽然这些等式忽略了背景噪声和非量子内部噪声源在检测器和接收器电子中的影响,但它们为可获得光通信系统的可获得性能提供了一种有用的界限。例如,即使在考虑特定接收器设计之前,这些等式可用于初始链路预算以评估系统架构的可行性。

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