Efficient energy utilization with a time constraint and time varying channels

J. Metzner, Jong‐Moon Chung
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Abstract

The efficiency in energy utilization under time constraints is compared between two data transmission strategies: transmission through sending a fixed number of copies, and the ARQ technique. The analysis was held assuming that each packet repetition is decoded separately, and also for the case where the combined decision is used under time varying channel conditions. The first example is under constant channel conditions where decisions are held without packet copy combining, for various values of probability of failure (P) and a limited maximum number of transmissions (n). Results indicate that there is a large saving of energy by the ARQ technique compared to transmitting a fixed number of copies for rather small values of n, and the energy saving ratio increases even more with a larger n and also in the case for smaller P values. In the second experiment, packet combining is carried out on a per symbol basis. The overall packet is presumed to have near perfect error detection and possibly also error correction. For numerical comparison purposes a Rayleigh distribution was selected to describe the received power variation of the time varying channel. The results indicate that the saving in energy is substantial, though not as great as in the non-combining case. Unlike the previous experiment, the energy saving ratio increases only for decreasing P values and not for increasing n.
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具有时间约束和时变信道的高效能源利用
比较了固定份数传输和ARQ传输两种数据传输策略在时间约束下的能量利用效率。该分析假设每个数据包重复被单独解码,并且在时变信道条件下使用组合决策。第一个例子是在恒定的通道条件下决定在哪里举行不包复制相结合,针对各种失效概率值(P)和最大数量有限的传输(n)。结果表明,有一个大的节省能源的ARQ技术相比,发射一个固定数量的副本,而小n的值,和节能率增加更大n和P值较小。在第二个实验中,分组合并在每个符号的基础上进行。假定整个包具有近乎完美的错误检测和可能的错误纠正。为了进行数值比较,选择瑞利分布来描述时变信道的接收功率变化。结果表明,虽然不像不合并的情况那样大,但节省的能源是可观的。与之前的实验不同,节能率只随着P值的减小而增加,而随着n值的增大而不增加。
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