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Impact of power controlled medium access control on the performance of ad hoc wireless networks.

机译:功率控制的媒体访问控制对ad hoc无线网络性能的影响。

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摘要

We provide a general theory for the effect of transmission power on the optimal performance of ad hoc wireless networks: An ad hoc wireless network with n nodes and m source-destination pairs, using a scheduling based medium access control (MAC) and a routing mechanism that may be unicast or multicast based, is considered. Let S( P) denote the set of all achievable source-destination throughput vectors lambda = (lambda1,···,lambda m) under power vector P = (P1,···, Pn), 0 ≤ Pi ≤ Pmax, i = 1,···, n. We analyze and investigate the effect of nodal transmit power vector P on the supremum level of a general (real-valued) function of the source-destination throughput levels O(lambda 1,...,lambdam) levels subject to lambda ∈ S(P). We represent the latter supreme level attained under power vector P by O*(P). Assuming that O(lambda1,...,lambdam) is not directly a function of P (i.e., O is affected by P only through S(P)), we prove that, independent of nodal distribution, traffic pattern, and offered traffic load, O*(P) is maximized (over the set of all nodal power vectors P) by properly increasing the nodal transmit power levels. Under the special case of our analysis for which the transmission power levels of all nodes are assumed to be identical (yet programmable), we prove that the power vector P = (P 1 = Pmax,···, Pn = Pmax) maximizes O*( P), independent of nodal distribution, traffic pattern, and offered traffic load.; For the latter special case, when the objective function O(lambda 1,...,lambdam) is defined properly, so that O*(P) represents the throughput capacity under power vector P, our results imply that P = (P1 = Pmax,···, Pn = Pmax) maximizes the throughput capacity, independent of nodal distribution, traffic pattern, and offered traffic load. This result stands in sharp contrast with previous results that appeared in the literature for networks with random nodal distribution and traffic pattern, which suggest the use of minimal common transmission power that maintains connectivity in the network maximizes the throughput capacity. We derive a linear programming (LP) formulation for obtaining the exact solution to the optimization problem that yields the throughput capacity of finite ad hoc wireless networks. Our LP based performance evaluation results identify the magnitude of capacity upgrade that can be realized for networks with random and uniform topologies and traffic patterns.; We also develop medium access control (MAC) protocols and algorithms for TDMA type scheduling schemes in ad hoc wireless networks, using power control and spatial-reuse features to attain high throughput levels. We provide extensive evaluations of the performance of these schemes.
机译:我们提供了有关传输功率对ad hoc无线网络最佳性能影响的一般理论:使用基于调度的媒体访问控制(MAC)和路由机制的,具有n个节点和m个源-目的对的ad hoc无线网络考虑可以是基于单播或多播的。令S(P)表示在功率矢量P =(P1,···,Pn),0≤Pi≤Pmax,i时所有可实现的源-目标吞吐量矢量lambda =(lambda1,···,λm)的集合= 1,···,n。我们分析并研究了节点发射功率矢量P对受lambda∈S()影响的源目标吞吐量水平O(lambda 1,...,lambdam)级别的一般(实值)函数的最高水平的影响P)。我们表示在幂矢量P下由O *(P)获得的后者的最高水平。假设O(lambda1,...,lambdam)不直接是P的函数(即,O仅受S(P)的P影响),我们证明与节点分布,流量模式和提供流量无关通过适当地增加节点发射功率电平,可以使O *(P)最大化(在所有节点功率矢量P的集合上)。在我们的分析的特殊情况下,假设所有节点的传输功率电平都相同(但仍可编程),我们证明功率矢量P =(P 1 = Pmax,··,Pn = Pmax)最大化O *(P),与节点分布,流量模式和提供的流量负载无关。对于后一种特殊情况,当正确定义目标函数O(lambda 1,...,lambdam)时,O *(P)表示功率矢量P下的吞吐能力,我们的结果表明P =(P1 = Pmax,...,Pn = Pmax)最大化吞吐量,而不受节点分布,流量模式和所提供的流量负载的影响。该结果与文献中针对具有随机节点分布和流量模式的网络中出现的先前结果形成了鲜明对比,后者表明使用最小的公共传输功率来维持网络中的连接性会最大化吞吐量。我们推导了线性规划(LP)公式,用于获得优化问题的精确解决方案,从而获得有限自组织无线网络的吞吐能力。我们基于LP的性能评估结果确定了具有随机和统一拓扑和流量模式的网络可以实现的容量升级幅度。我们还使用功率控制和空间重用功能来实现高吞吐量级别,从而为自组织无线网络中的TDMA类型调度方案开发了介质访问控制(MAC)协议和算法。我们对这些方案的性能进行了广泛的评估。

著录项

  • 作者

    Behzad, Arash.;

  • 作者单位

    University of California, Los Angeles.;

  • 授予单位 University of California, Los Angeles.;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 2004
  • 页码 149 p.
  • 总页数 149
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 无线电电子学、电信技术;
  • 关键词

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