Complexity reduced turbo differential decoding based on layered LDPC decoding

C. Cabirol, W. Sauer-Greff, A. Bisplinghoff, R. Urbansky
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引用次数: 1

Abstract

In case of unknown carrier phase and/or imperfect channel estimation in communication systems using QPSK it is well known that phase and channel uncertainty can be resolved by differential modulation at the expense of doubling the bit error ratio. Such a differentially modulated QPSK approach has to be applied in wavelength division multiplexing (WDM) fiber optical communication systems using coherent transmission due to the phase ambiguity of carrier phase estimation (CPE) and potential cycle slips. However, this penalty can be diminished by using an iterative decoding procedure which passes information between the differential decoder and the decoder of a low-density parity-check (LDPC) code, a powerful state-of-the art forward error correction (FEC) code. In addition, it is shown that by applying a layered decoding schedule in the LDPC decoder, the number of required iterations can be reduced by up to 50%.
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基于分层LDPC译码的降低复杂度turbo差分译码
在使用QPSK的通信系统中,如果载波相位未知或信道估计不完善,相位和信道的不确定性可以通过差分调制来解决,但代价是误码率增加一倍。由于载波相位估计(CPE)的相位模糊性和潜在的周跳,这种差分调制QPSK方法必须应用于使用相干传输的波分复用(WDM)光纤通信系统中。然而,这种损失可以通过使用迭代解码过程来减少,该过程在差分解码器和低密度奇偶校验(LDPC)码的解码器之间传递信息,LDPC码是一种强大的先进的前向纠错(FEC)码。此外,通过在LDPC解码器中应用分层解码调度,所需的迭代次数可以减少多达50%。
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