Bio-Inspired Energy Distribution for Programmable Matter

Joshua J. Daymude, A. Richa, Jamison Weber
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引用次数: 6

Abstract

In systems of active programmable matter, individual modules require a constant supply of energy to participate in the system’s collective behavior. These systems are often powered by an external energy source accessible by at least one module and rely on module-to-module power transfer to distribute energy throughout the system. While much effort has gone into addressing challenging aspects of power management in programmable matter hardware, algorithmic theory for programmable matter has largely ignored the impact of energy usage and distribution on algorithm feasibility and efficiency. In this work, we present an algorithm for energy distribution in the amoebot model that is loosely inspired by the growth behavior of Bacillus subtilis bacterial biofilms. These bacteria use chemical signaling to communicate their metabolic states and regulate nutrient consumption throughout the biofilm, ensuring that all bacteria receive the nutrients they need. Our algorithm similarly uses communication to inhibit energy usage when there are starving modules, enabling all modules to receive sufficient energy to meet their demands. As a supporting but independent result, we extend the amoebot model’s well-established spanning forest primitive so that it self-stabilizes in the presence of crash failures. We conclude by showing how this self-stabilizing primitive can be leveraged to compose our energy distribution algorithm with existing amoebot model algorithms, effectively generalizing previous work to also consider energy constraints.
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可编程物质的仿生能量分配
在主动可编程物质的系统中,单个模块需要持续的能量供应来参与系统的集体行为。这些系统通常由至少一个模块可访问的外部能源供电,并依靠模块到模块的功率传输在整个系统中分配能量。虽然在解决可编程物质硬件电源管理的挑战性方面已经付出了很多努力,但可编程物质的算法理论在很大程度上忽略了能量使用和分布对算法可行性和效率的影响。在这项工作中,我们提出了一种在变形虫模型中能量分布的算法,该模型受到枯草芽孢杆菌细菌生物膜生长行为的松散启发。这些细菌利用化学信号来传达它们的代谢状态,并调节整个生物膜的营养消耗,确保所有细菌都获得所需的营养。同样,我们的算法在存在饥饿模块时使用通信来抑制能量使用,使所有模块都能获得足够的能量来满足其需求。作为一个支持但独立的结果,我们扩展了amoebot模型已建立的跨越森林原语,使其在出现崩溃失败时能够自稳定。最后,我们展示了如何利用这种自稳定原语将我们的能量分布算法与现有的amoebot模型算法组合在一起,有效地推广了以前的工作,同时考虑了能量约束。
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