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Performance Evaluation of 802.11a Viterbi Decoder for IoT Applications

机译:物联网应用的802.11a Viterbi解码器的性能评估

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This research is our first step on the purpose of developing low-complex Viterbi decoder for IoT applications. We evaluate how the values of Viterbi decoder's parameters such as trace back length (L), input data bit-width (D), and LLR truncated value (E), affects to BER and PER of a communication system. The IEEE 802.11a simulator is used because it is considered to be suitable for IoT applications. Our simulation results show that both BER and PER performance are improved if L value increased. However, if L is large enough, i.e., L > 60, the performance improvement becomes insignificant. In addition, both BER and PER performance are continuously improved if D value increases from 1 to 5 bits. The best improvement of both BER performance (i.e., 1.8dB) and PER performance (i.e., 1.5dB) can be seen when D increases from 2 to 3 bits. Thus D = 3 is proposed for Viterbi decoder's hardware development. Surprisingly, when D > 5 both BER and PER performance are degraded if D increases. Finally, our research shows that truncating the LLR value to E = 1.75 helps the Viterbi decoder achieves the best BER and PER performance in case D = 3 bits. Base on these research results, we come to the conclude of using 20 ≤ L ≤ 40, D = 3 bits, and E ≈ 1.75 for future development of low complex Viterbi decoder circuit for IoT applications. Furthermore, in this paper we introduce some mathematics equations for simplifying the Viterbi decoder process.
机译:这项研究是我们为物联网应用开发低复杂度维特比解码器的第一步。我们评估维特比解码器的参数值,例如回溯长度(L),输入数据位宽(D)和LLR截断值(E),如何影响通信系统的BER和PER。之所以使用IEEE 802.11a仿真器是因为它被认为适用于IoT应用。我们的仿真结果表明,如果L值增加,则BER和PER性能都会得到改善。但是,如果L足够大,即L> 60,则性能的提高变得微不足道。此外,如果D值从1位增加到5位,则BER和PER性能都会不断提高。当D从2位增加到3位时,可以看到BER性能(即1.8dB)和PER性能(即1.5dB)的最佳改进。因此,为维特比解码器的硬件开发提出了D = 3。令人惊讶的是,当D> 5时,如果D增加,则BER和PER性能都会下降。最后,我们的研究表明,在D = 3位的情况下,将LLR值截断为E = 1.75有助于Viterbi解码器获得最佳的BER和PER性能。根据这些研究结果,我们得出结论,将20≤L≤40,D = 3位,E≈1.75用于物联网应用的低复杂维特比解码器电路的未来开发。此外,在本文中,我们介绍了一些简化Viterbi解码器过程的数学方程式。

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