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Phase transitions in a reaction-diffusion model on a line with boundaries

机译:带边界线的反应扩散模型中的相变

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摘要

A one-dimensional model on a line of length L is investigated, which involves particle diffusion as well as single particle annihilation. There are also creation and annihilation at the boundaries. The static and dynamical behaviors of the system are studied. It is seen that the system could exhibit a dynamical phase transition. For small drift velocities, the relaxation time does not depend on the absorption rates at the boundaries. This is the fast phase. For large velocities, the smaller of the absorption rates at boundaries enter the relaxation rate and makes it longer. This is the slow phase. Finally, the effect of a random particle creation in the bulk is also investigated.
机译:研究了长度为L的直线上的一维模型,该模型涉及粒子扩散以及单粒子an没。边界处也有创造和an灭。研究了系统的静态和动态行为。可以看出,该系统可以表现出动态的相变。对于小的漂移速度,驰豫时间不取决于边界处的吸收率。这是快速阶段。对于大速度,边界处的吸收率越小,进入松弛率并使其越长。这是缓慢的阶段。最后,还研究了在主体中创建随机粒子的效果。

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