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Performance Analysis of Cognitive Radio Systems under QoS Constraints and Channel Uncertainty

机译:QoS约束和信道不确定性下的认知无线电系统性能分析

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In this paper, performance of cognitive transmission over time-selective flat fading channels is studied under quality of service (QoS) constraints and channel uncertainty. Cognitive secondary users (SUs) are assumed to initially perform channel sensing to detect the activities of the primary users, and then attempt to estimate the channel fading coefficients through training. Energy detection is employed for channel sensing, and different minimum mean-square-error (MMSE) estimation methods are considered for channel estimation. In both channel sensing and estimation, erroneous decisions can be made, and hence, channel uncertainty is not completely eliminated. In this setting, performance is studied and interactions between channel sensing and estimation are investigated. Following the channel sensing and estimation tasks, SUs engage in data transmission. Transmitter, being unaware of the channel fading coefficients, is assumed to send the data at fixed power and rate levels that depend on the channel sensing results. Under these assumptions, a state-transition model is constructed by considering the reliability of the transmissions, channel sensing decisions and their correctness, and the evolution of primary user activity which is modeled as a two-state Markov process. In the data transmission phase, an average power constraint on the secondary users is considered to limit the interference to the primary users, and statistical limitations on the buffer lengths are imposed to take into account the QoS constraints of the secondary traffic. The maximum throughput under these statistical QoS constraints is identified by finding the effective capacity of the cognitive radio channel. Numerical results are provided for the power and rate policies.
机译:在本文中,研究了在服务质量(QoS)约束和信道不确定性的情况下,时间选择性平坦衰落信道上认知传输的性能。假定认知二级用户(SU)最初执行信道感知以检测主要用户的活动,然后尝试通过训练来估计信道衰落系数。能量检测被用于信道感测,并且考虑了不同的最小均方误差(MMSE)估计方法用于信道估计。在信道感测和估计两者中,都会做出错误的决定,因此,信道不确定性不会完全消除。在这种情况下,将研究性能,并研究信道感测和估计之间的相互作用。在进行信道感测和估计任务之后,SU进行数据传输。假设发射机不知道信道衰落系数,而是以固定功率和速率级别发送数据,该功率和速率级别取决于信道检测结果。在这些假设下,通过考虑传输的可靠性,信道感知决策及其正确性以及建模为两状态马尔可夫过程的主要用户活动的演化,来构建状态转换模型。在数据传输阶段,考虑了对次要用户的平均功率限制,以限制对主要用户的干扰,并对缓冲区长度进行统计限制,以考虑到次要流量的QoS限制。通过找到认知无线电信道的有效容量,可以确定这些统计QoS约束下的最大吞吐量。为功率和费率策略提供了数值结果。

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