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Practical cross-layer routing and channel assignment in cognitive radio ad hoc networks

机译:认知无线电自组织网络中的实用跨层路由和信道分配

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In the heterogeneous and unreliable channel environment of cognitive radio ad hoc networks (CRAHNs), a multipath route with channel assigned is preferable in both throughput and reliability. The cross-layer multipath routing and channel assignment in CRAHNs is becoming a challenging issue. In this paper, this problem is characterized, formulated, and showntobe in the form of mixed integer programming. For this Non-deterministic Polynomial-time (NP)-hard problem, the deficiency of the widely used linearization and sequential fixing algorithm is first analyzed. The main contribution of this paper is the development of a new backtracking algorithm with feasibility checking to search optimal solutions and a heuristic algorithm with high feasible solution-obtained probability (HHFOP) for distributed application in CRAHNs. Through feasibility checking and solution bounds validating, backtracking algorithm with feasibility checking cuts off unnecessary searching space in early stage without loss of optimal solutions, making it much more efficient than brute searching. For practical application in CRAHNs with polynomial complexity, HHFOP first computes the maximal-supported throughput through link-channel assignment and link-capacity coordination for each candidate path. Then the paths are combined, and the route throughput is optimized. Extensive simulation results demonstrate that HHFOP can achieve a high feasible solution-obtained probability with little throughput degradation compared with linearization and sequential fixing algorithm, indicating its practicability for distributed applications in CRAHNs. Copyright (c) 2013 John Wiley & Sons, Ltd.
机译:在认知无线电自组织网络(CRAHN)的异构且不可靠的信道环境中,分配吞吐量的多路径路由在吞吐量和可靠性方面均较为可取。 CRAHN中的跨层多路径路由和信道分配正成为一个具有挑战性的问题。在本文中,以混合整数编程的形式对这一问题进行了特征描述,表示和表示。对于此不确定性多项式时间(NP)难题,首先分析了广泛使用的线性化和顺序固定算法的不足。本文的主要贡献是开发了一种新的带有可行性检查的回溯算法以搜索最优解,以及一种具有高可行解获得概率(HHFOP)的启发式算法,可用于CRAHNs的分布式应用。通过可行性检查和解决方案边界验证,具有可行性检查的回溯算法可以在不损失最佳解决方案的情况下尽早地切断不必要的搜索空间,从而使其比残酷搜索要有效得多。为了在具有多项式复杂度的CRAHN中实际应用,HHFOP首先通过每个候选路径的链路通道分配和链路容量协调来计算最大支持吞吐量。然后合并路径,并优化路由吞吐量。大量的仿真结果表明,与线性化和顺序固定算法相比,HHFOP可以在不降低吞吐量的情况下获得较高的可行解获得概率,这表明其在CRAHN中的分布式应用具有实用性。版权所有(c)2013 John Wiley&Sons,Ltd.

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