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对流障碍物流的布尔逻辑

Boolean logic by convective obstacle flows.

作者信息

Bartlett S J, Yung Y L

机构信息

Division of Geological and Planetary Sciences, California Institute of Technology, Pasadena, CA, USA.

Earth-Life Science Institute, Tokyo Institute of Technology, Tokyo, Japan.

出版信息

Proc Math Phys Eng Sci. 2019 Aug;475(2228):20190192. doi: 10.1098/rspa.2019.0192. Epub 2019 Aug 14.

Abstract

We present a potential new mode of natural computing in which simple, heat-driven fluid flows perform Boolean logic operations. The system comprises a two-dimensional single-phase fluid that is heated from below and cooled from above, with two obstacles placed on the horizontal mid-plane. The obstacles remove all vertical momentum that flows into them. The horizontal momentum extraction of the obstacles is controlled in a binary fashion, and constitutes the 2-bit input. The output of the system is a thresholded measure of the energy extracted by the obstacles. Due to the existence of multiple attractors in the phase space of this system, the input-output relationships are equivalent to those of the OR, XOR or NAND gates, depending on the threshold and obstacle separation. The ability to reproduce these logical operations suggests that convective flows might have the potential to perform more general computations, despite the fact that they do not involve electronics, chemistry or multiple fluid phases.

摘要

我们提出了一种潜在的新型自然计算模式,其中简单的热驱动流体流动可执行布尔逻辑运算。该系统由二维单相流体组成,流体从下方加热,从上方冷却,在水平中平面上放置了两个障碍物。障碍物消除了所有流入其中的垂直动量。障碍物的水平动量提取以二进制方式控制,并构成2位输入。系统的输出是对障碍物提取的能量进行阈值化测量。由于该系统相空间中存在多个吸引子,根据阈值和障碍物间距的不同,输入输出关系等同于或门、异或门或与非门。尽管对流流动不涉及电子学、化学或多流体相,但能够重现这些逻辑运算表明对流流动可能具有执行更通用计算的潜力。

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