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A self-organized critical transport model based on critical-gradient fluctuation dynamics

机译:基于临界梯度波动动力学的自组织临界运输模型

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摘要

A one-dimensional transport model based on critical-gradient fluctuation dynamics is presented. This model has the characteristic properties of a self-organized critical (SOC) system. As the source increases and for an input flux above a threshold value, a dynamical transition spontaneously takes place. A high-gradient edge region forms. The width of this region increases with increasing value of the particle source. Transport dynamics in this edge region self-organizes to be very close to marginal stability, while the core remains at the subcritical gradient that is typical of a SOC system. (C) 2002 American Institute of Physics. [References: 12]
机译:提出了基于临界梯度波动动力学的一维输运模型。该模型具有自组织关键(SOC)系统的特征。随着源的增加以及对于输入通量超过阈值的情况,自然会发生动态过渡。形成高度渐变的边缘区域。该区域的宽度随着粒子源值的增加而增加。在此边缘区域中的传输动力学自组织成非常接近于边际稳定性,而核心保持在SOC系统典型的亚临界梯度上。 (C)2002美国物理研究所。 [参考:12]

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