Channel and Noise Models for Nonlinear Molecular Communication Systems
Recently, a tabletop molecular communication platform has been developed for transmitting short text messages across a room. The end-to-end system impulse response for this platform does not follow previously published theoretical works because of imperfect receiver, transmitter, and turbulent flows...
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Veröffentlicht in: | IEEE journal on selected areas in communications 2014-12, Vol.32 (12), p.2392-2401 |
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creator | Farsad, Nariman Na-Rae Kim Eckford, Andrew W. Chan-Byoung Chae |
description | Recently, a tabletop molecular communication platform has been developed for transmitting short text messages across a room. The end-to-end system impulse response for this platform does not follow previously published theoretical works because of imperfect receiver, transmitter, and turbulent flows. Moreover, it is observed that this platform resembles a nonlinear system, which makes the rich body of theoretical work that has been developed by communication engineers not applicable to this platform. In this work, we first introduce corrections to the previous theoretical models of the end-to-end system impulse response based on the observed data from experimentation. Using the corrected impulse response models, we then formulate the nonlinearity of the system as noise and show that through simplifying assumptions it can be represented as Gaussian noise. Through formulating the system's nonlinearity as the output a linear system corrupted by noise, the rich toolbox of mathematical models of communication systems, most of which are based on linearity assumption, can be applied to this platform. |
doi_str_mv | 10.1109/JSAC.2014.2367662 |
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The end-to-end system impulse response for this platform does not follow previously published theoretical works because of imperfect receiver, transmitter, and turbulent flows. Moreover, it is observed that this platform resembles a nonlinear system, which makes the rich body of theoretical work that has been developed by communication engineers not applicable to this platform. In this work, we first introduce corrections to the previous theoretical models of the end-to-end system impulse response based on the observed data from experimentation. Using the corrected impulse response models, we then formulate the nonlinearity of the system as noise and show that through simplifying assumptions it can be represented as Gaussian noise. 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The end-to-end system impulse response for this platform does not follow previously published theoretical works because of imperfect receiver, transmitter, and turbulent flows. Moreover, it is observed that this platform resembles a nonlinear system, which makes the rich body of theoretical work that has been developed by communication engineers not applicable to this platform. In this work, we first introduce corrections to the previous theoretical models of the end-to-end system impulse response based on the observed data from experimentation. Using the corrected impulse response models, we then formulate the nonlinearity of the system as noise and show that through simplifying assumptions it can be represented as Gaussian noise. Through formulating the system's nonlinearity as the output a linear system corrupted by noise, the rich toolbox of mathematical models of communication systems, most of which are based on linearity assumption, can be applied to this platform.</description><subject>Channel estimation</subject><subject>channel model</subject><subject>channel nonlinearity</subject><subject>Economic models</subject><subject>imperfect receiver</subject><subject>Mathematical model</subject><subject>Mathematical models</subject><subject>Molecular communication</subject><subject>Nano communication networks</subject><subject>Noise</subject><subject>practical models</subject><subject>Receivers</subject><subject>tabletop molecular communication</subject><subject>test bed</subject><subject>Time measurement</subject><subject>Transmitters</subject><subject>Voltage measurement</subject><issn>0733-8716</issn><issn>1558-0008</issn><fulltext>true</fulltext><rsrctype>article</rsrctype><creationdate>2014</creationdate><recordtype>article</recordtype><sourceid>RIE</sourceid><recordid>eNo9kMtOwzAQRS0EEqXwAYhNJNYp40dsZ1lFlIcKLApry3UmIlXigJ0s-ve4asXqjkbnzkiHkFsKC0qhfHjdLKsFAyoWjEslJTsjM1oUOgcAfU5moDjPtaLyklzFuINECs1mZFV9W--xy6yvs_ehjZi9DTV2MWuGkBa-az3akJYduqlLUzX0_eRbZ8d28NlmH0fs4zW5aGwX8eaUc_K1evysnvP1x9NLtVznjpV8zCmqGraag7VMIWgAsXVagJBoU0pVI22EoHVpAbV2QNEV4BQTDAvNJZ-T--PdnzD8ThhHsxum4NNLQ6VglAnFWKLokXJhiDFgY35C29uwNxTMQZc56DIHXeakK3Xujp0WEf95WYoSZMH_ANh1ZRw</recordid><startdate>201412</startdate><enddate>201412</enddate><creator>Farsad, Nariman</creator><creator>Na-Rae Kim</creator><creator>Eckford, Andrew W.</creator><creator>Chan-Byoung Chae</creator><general>IEEE</general><general>The Institute of Electrical and Electronics Engineers, Inc. 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The end-to-end system impulse response for this platform does not follow previously published theoretical works because of imperfect receiver, transmitter, and turbulent flows. Moreover, it is observed that this platform resembles a nonlinear system, which makes the rich body of theoretical work that has been developed by communication engineers not applicable to this platform. In this work, we first introduce corrections to the previous theoretical models of the end-to-end system impulse response based on the observed data from experimentation. Using the corrected impulse response models, we then formulate the nonlinearity of the system as noise and show that through simplifying assumptions it can be represented as Gaussian noise. 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subjects | Channel estimation channel model channel nonlinearity Economic models imperfect receiver Mathematical model Mathematical models Molecular communication Nano communication networks Noise practical models Receivers tabletop molecular communication test bed Time measurement Transmitters Voltage measurement |
title | Channel and Noise Models for Nonlinear Molecular Communication Systems |
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