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Power Allocation Scheme for Channel Capacity Maximization in Multi-relay Amplify-and-forward Cooperative System

机译:多中继放大协作系统中信道容量最大化的功率分配方案

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This paper considers the power allocation problem for multi-relay amplify-and-forward cooperative system. Under the condition of the total power constraint, the power allocation scheme to maximize the channel capacity is proposed. We get a non-closed-form solution of this scheme by constructing a Lagrange function and making use of KKT conditions, and its numerical solution also was obtained based on binary search algorithm. Theoretical analysis and simulations show that the proposed scheme greatly can improve the system performance than the traditional equal power allocation scheme in Rayleigh channel, and that the system with multi-relay has more capacity than the system with only a direct link. We also discuss how the system's total power, the number or the position of relay and the power allocation ratio affect the system's channel capacity. Numerical results show that there always exits the optimal number and position of relays, and power allocation ratio to maximize the channel capacity for a certain communication scheme. But when the relay's number reaches to a certain constant, adding relays will only result in the configuration complexity without bringing more gain for the system.
机译:本文考虑了多中继放大协作系统的功率分配问题。提出了在总功率约束条件下,最大化信道容量的功率分配方案。通过构造拉格朗日函数并利用KKT条件,得到了该方案的非封闭形式解,并且它的数值解也基于二进制搜索算法获得。理论分析和仿真表明,该方案比瑞利信道中的传统等功率分配方案能够大大提高系统性能,并且具有多中继的系统比仅具有直接链路的系统具有更大的容量。我们还将讨论系统的总功率,继电器的数量或位置以及功率分配比如何影响系统的信道容量。数值结果表明,总是存在最优的中继器数量和位置,以及功率分配比,以使某个通信方案的信道容量最大化。但是,当继电器的数量达到某个常数时,添加继电器只会导致配置复杂,而不会给系统带来更多的收益。

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