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Active Brownian Motion - Self-format ion in Systems of Self-propelled Particles

机译:主动布朗运动 - 自走粒子系统中的自制离子

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We consider the self-formation of structures in swarms of self-propelled particles. The self-propelling is modelled by an expression for negative friction proposed by Schienbein and Gruler. We model first linear forces attracting to a fixed center. Then global coupling is introduced by linear forces attracting to the center of mass and to the mean velocity of the swarm. Solutions for the stationary distribution of swarms are given which represent: (ⅰ) synchronized translation of the swarm with small fluctuations around its center of mass and, (ⅱ) synchronized rotations around the center of mass which is at rest or slowly moving.
机译:我们考虑在自走颗粒的群中的结构的自我形成。通过Schienbein和Gruler提出的负面摩擦表达式来建模自我推进。我们模拟了吸引到固定中心的第一线性力。然后,通过吸引到质心和群体的平均速度的线性力引入全局耦合。给出了群体静止分布的解决方案,其代表:(Ⅰ)群体的同步翻译,其质量中心周围的小波动,(Ⅱ)在质心周围的同步旋转,静止或缓慢移动。

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