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      Statistical Delay Control and QoS-Driven Power Allocation Over Two-Hop Wireless Relay Links

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          Abstract

          The time-varying feature of wireless channels usually makes the hard delay bound for data transmissions unrealistic to guarantee. In contrast, the statistically-bounded delay with a small violation probability has been widely used for delay quality-of-service (QoS) characterization and evaluation. While existing research mainly focused on the statistical-delay control in single-hop links, in this paper we propose the QoS-driven power-allocation scheme over two-hop wireless relay links to statistically upper-bound the end-to-end delay under the decodeand- forward (DF) relay transmissions. Specifically, by applying the effective capacity and effective bandwidth theories, we first analyze the delay-bound violation probability over two tops each with independent service processes. Then, we show that an efficient approach for statistical-delay guarantees is to make the delay distributions of both hops identical, which, however, needs to be obtained through asymmetric resource allocations over the two hops. Motivated by this fact, we formulate and solve an optimization problem aiming at minimizing the average power consumptions to satisfy the specified end-to-end delay-bound violation probability over two-hop relay links. Also conducted is a set of simulations results to show the impact of the QoS requirements, traffic load, and position of the relay node on the power allocation under our proposed optimal scheme.

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          Most cited references10

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          Effective capacity: A wireless link model for support of quality of service

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            Cross-Layer Based Opportunistic MAC Protocols for QoS Provisionings Over Cognitive Radio Wireless Networks

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              Quality-of-Service Driven Power and Rate Adaptation over Wireless Links

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                Author and article information

                Journal
                30 April 2011
                Article
                1105.0099
                c47c257c-74ca-4956-a4ad-19a65ab55648

                http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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                cs.IT math.IT

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