Fan in loss in electrical and optical circuits and systems

J. Goodman, J. Lam
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Abstract

Analogies between the fan-in limitations of linear electrical circuits and linear optical circuits are explored. In both cases, the second law of thermodynamics sets the limits as to the amount of power that can be coupled from multiple inputs into a single output. The limitation applies to the power coupled into a single (properly defined) output "mode" from a set of input modes. While fan-in limitations of optics have generally been stated in terms of power coupled into a single outgoing spatial mode from incoming spatial modes, a more general view makes use of temporal and polarization modes as well. It is then possible to show that the usual fan-in restrictions stated with respect to only spatial modes can be violated, while the more general restriction in terms of space-time-polarization modes remains satisfied. The results have direct application to wavelength multiplexed optical interconnects.<>
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在电气和光学电路和系统中的风扇损耗
探讨了线性电路和线性光学电路的扇入限制之间的类比。在这两种情况下,热力学第二定律设定了可以从多个输入耦合到单个输出的功率的限制。该限制适用于从一组输入模式耦合到单个(适当定义的)输出“模式”的功率。虽然光学的扇入限制通常被描述为从入射空间模式耦合到单个出射空间模式的功率,但更一般的观点也利用了时间和偏振模式。这样就有可能表明,通常只针对空间模态的扇入限制可以被违反,而更一般的时空极化模态限制仍然得到满足。研究结果可直接应用于波长复用光互连
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