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Molecular circuits for decoding frequency coded signals in nano-communication networks

机译:用于在纳米通信网络中解码频率编码信号的分子电路

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摘要

A key research question in the design of molecular nano-communication networks is how the information is to be encoded and decoded. One particular encoding method is to use different frequencies to represent different symbols. This paper will investigate the decoding of such frequency coded signals. To the best of our knowledge, the current literature on molecular communication has only used simple ligand-receptor models as decoders and the decoding of frequency coded signals has not been studied. There are two key issues in the design of such decoders. First, the decoder must exhibit frequency selective behaviour which means that encoder symbol of a specific frequency causes a bigger response at the decoder than symbols of other frequencies. Second, the decoder must take into account inter-symbol interference which earlier studies on concentration coding have pointed out to be a major performance issue. In order to study the design of decoder, we propose a system of reaction-diffusion and reaction kinetic equations to model the system of encoder, channel and decoder. We use this model to show that enzymatic circuit of a particular inter-connection has frequency selective properties. We also explore how decoder can be designed to avoid inter-symbol interference.
机译:分子纳米通信网络设计中的关键研究问题是如何对信息进行编码和解码。一种特定的编码方法是使用不同的频率来表示不同的符号。本文将研究这种频率编码信号的解码。据我们所知,目前有关分子通讯的文献仅使用简单的配体-受体模型作为解码器,尚未研究频率编码信号的解码。在这种解码器的设计中存在两个关键问题。首先,解码器必须表现出频率选择行为,这意味着特定频率的编码器符号在解码器处引起的响应比其他频率的符号更大。其次,解码器必须考虑符号间干扰,而先前有关集中编码的研究指出这是主要的性能问题。为了研究解码器的设计,我们提出了一个反应扩散和反应动力学方程的系统,对编码器,通道和解码器的系统进行建模。我们使用该模型来显示特定互连的酶促电路具有频率选择特性。我们还探讨了如何设计解码器以避免符号间干扰。

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