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首页> 外文期刊>Physica, A. Statistical mechanics and its applications >Cascading load model in interdependent networks with coupled strength
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Cascading load model in interdependent networks with coupled strength

机译:具有耦合强度的相互依赖网络的级联负载模型

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摘要

Considering the coupled strength between interdependent networks, we introduce a new method to define the initial load on an edge and propose a cascading load model in interdependent networks. We explore the robustness of the interdependent networks against cascading failures by two measures, i.e., the critical threshold beta(c) quantifying the whole robustness of the interdependent networks to avoid the emergence of cascading failure, and the new proposed smallest capacity threshold beta(c,s) quantifying the degree of the worst damage of the interdependent networks. We numerically find that the AL (high-degree nodes in network A connect high-degree ones in network B) link between two networks can greatly enhance the robust level of the interdependent networks against cascading failures. Especially we observe that the values of beta(c) in the interdependent networks with both the DL (high-degree nodes in network A connect low-degree ones in network B) link and the RL (nodes in network A randomly connect ones in network B) link increase monotonically with the coupled strength, while the values of beta(c,s) in the interdependent networks with three types of link patterns almost monotonically decreases with the coupled strength. In the interdependent networks with the AL, the value of beta(c) first decreases and then increases with the coupled strength. We further explain this interesting phenomenon by a simple graph. In addition, we study the influence of the coupled strength on the efficiency of two attacks to destroy the interdependent networks. We find that, when the coupled strength between two networks is weaker, attacking the edges with the lower load is more easier to trigger the cascading propagation than attacking the nodes with the higher load, however, when the coupled strength in two networks is stronger, the case is on the contrary. Finally, we give reasonable explanations from the local perspective of the total capacity of all neighboring edges of a failed edge. (C) 2015 Elsevier B.V. All rights reserved.
机译:考虑到相互依赖网络之间的耦合强度,我们引入了一种新方法来定义边缘上的初始负载,并提出了相互依赖网络中的级联负载模型。我们通过两种方法探索了针对级联故障的相互依赖网络的鲁棒性,即临界阈值beta(c)量化了相互依赖网络的整体鲁棒性以避免级联故障的出现,以及新提出的最小容量阈值beta(c ,s)量化相互依存网络的最严重破坏程度。我们从数字上发现,两个网络之间的AL(网络A中的高级节点连接网络B中的高级节点)链接可以大大增强相互依赖的网络针对级联故障的鲁棒性。尤其是,我们观察到相互依赖的网络中具有DL(网络A中的高度节点连接网络B中的低度节点)和RL(网络A中的节点随机连接网络中的节点)的相互依赖网络中的beta(c)值B)链接随耦合强度单调增加,而具有三种链接模式的相互依赖网络中的beta(c,s)值几乎随耦合强度单调减小。在具有AL的相互依存网络中,β(c)的值首先随着耦合强度而减小,然后增大。我们通过一个简单的图表进一步解释了这个有趣的现象。此外,我们研究了耦合强度对两次攻击破坏相互依存网络的效率的影响。我们发现,当两个网络之间的耦合强度较弱时,攻击较低负载的边缘比攻击较高负载的节点更容易触发级联传播,但是,当两个网络中的耦合强度较强时,情况恰恰相反。最后,我们从局部角度对故障边缘的所有相邻边缘的总容量进行了合理的解释。 (C)2015 Elsevier B.V.保留所有权利。

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