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Chemical computing based on Turing patterns in two coupled cells with equal transport coefficients

机译:基于具有相等传输系数的两个耦合单元中图灵模式的化学计算

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We study instabilities leading to inhomogeneous stationary states (discrete Turing patterns) using a simple model of glycolytic oscillatory reaction in two mass-coupled stirred open reactors with equal coupling coefficients of the activator and inhibitor and explore their ability to serve as logical devices. The system represents the simplest coupled cell system. It is found to possess coexisting stable homogeneous oscillations and a pair of stable complementary asymmetric Turing patterns. We examine transitions from the oscillatory regime to Turing patterns, or from one pattern to another, elicited by targeted perturbations specific for each type of transition. We further develop our earlier proposition of using the Turing patterns in chemical computing and explore logical functions available in the two cell system. Digital memory storage, a sensor, a signal conducting module and simple logic gates using NAND, AND, OR, NOR, and NOT functions are found. The main advantage of the two-cell system is that it can serve as a basic unit in the construction of a lattice representing a universal chemical processor, whereas larger linear or circular arrays are more suitable for tailor-made operations.
机译:我们使用一个简单的糖酵解振荡反应简单模型,研究在两个质量耦合的开环反应堆中,活化剂和抑制剂具有相同的耦合系数,从而研究导致不均匀稳态(离散图灵模式)的不稳定性,并探索它们用作逻辑装置的能力。该系统代表最简单的耦合电池系统。发现它具有并存的稳定均匀振荡和一对稳定的互补不对称图灵模式。我们研究了从振荡状态到图灵模式的转变,或从一种模式到另一种模式的转变,这些转变是由每种类型的特定于转变的目标扰动引起的。我们进一步发展了在化学计算中使用图灵模式的较早命题,并探索了两个单元系统中可用的逻辑功能。找到了使用NAND,AND,OR,NOR和NOT功能的数字存储器,传感器,信号传导模块和简单逻辑门。两室系统的主要优点是,它可以用作构建代表通用化学处理器的晶格的基本单元,而较大的线性或圆形阵列更适合于量身定制的操作。

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