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Vector Symbol Decoding for Systematic Nonbinary Convolutional Codes in Narrowband Power Line Communications

机译:矢量符号解码为窄带电力线通信中的系统非边域卷积码

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Nonsystematic convolutional (conv.) codes can provide higher constraint length and free distance, which lead to better performance than the systematic codes. However, for large nonbinary symbols that cannot be practically decoded by Viterbi decoder and need to be decoded with Vector Symbol Decoding (VSD) technique instead, using systematic conv. codes have two main advantages. First, the method of calculating the parity check matrix is greatly simplified. Second, the decoded data can be directly read from the decoded sequence with no additional circuit to map them. Thus, Bit error rate (BER) can also be found in addition to the decoding failure probability usually shown in previous works. Results show that with (63,47) Reed-Solomon inner - (3,2,2) systematic conv. outer code, BER is 1.56×10~(-5) in the Narrowband Power Line Communications (NB-PLC) channel modeled by the Middleton Class A with A=0.1 gamma= 0.0001and AWGN with SNR= 8 dB. With (63, 39) RS and (63, 33) RS, the BERs are 9.23x10~(-7) and 5.3824 ×10~(-7) for SNR =6dB respectively.
机译:非系统卷积(CONV。)代码可以提供更高的约束长度和自由距离,这导致性能更好,而不是系统代码。然而,对于不能通过维特比解码器实际解码的大型非加入符号,并且需要用载体符号解码(VSD)技术来解码,而是使用系统的DIRM来解码。代码有两个主要优点。首先,大大简化了计算奇偶校验矩阵的方法。其次,解码数据可以直接从解码序列读取,没有额外的电路来映射它们。因此,除了通常在以前的作品中通常显示的解码失败概率之外,还可以找到误码率(BER)。结果表明,与(63,47)芦苇所在的内部 - (3,2,2)系统的CONV。外部代码,BER在窄带电源线通信(NB-PLC)通道中由Middleton类A建模的1.56×10〜(-5),带有SNR = 8 dB的= 0.1伽马= 0.0001和AWGN。对于(63,39)Rs和(63,33)Rs,分别为SNR = 6dB的9.23x10〜(-7)和5.3824×10〜(-7)。

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