Encoding method for low code rate LDPC code
A technology of LDPC codes and coding methods, which is applied to the application of multi-bit parity error detection coding, error correction/detection using block codes, data representation error detection/correction, etc. coding gain etc.
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example 1
[0058] For q=3, low-rate LDPC codes with code rate R=1 / 4=0.25, take different code lengths N=64800, 16000, 8000, 4000, 2000, 1000, and the size of the permutation matrix Q is n=16200, 4000 respectively , 2000, 1000, 500, 250, the simulation conditions are 200 maximum iterations and 1000 transmission packets.
[0059] Their bit error rate and signal-to-noise ratio curves on the Gaussian white noise channel are as follows figure 2 shown. Depend on figure 2 It can be seen that the 1 / 4 low-rate LDPC code has the characteristics of better performance as the code length increases. When the code length is 64800, the bit error rate is 10 -7 When , the signal-to-noise ratio is about 0.8dB, and the distance from the Shannon limit of 1 / 4 code rate is 1.593dB. Compared with 9.6dB of uncoded BPSK, the coding gain of 9.8dB can be obtained. The concatenated code scheme of the 1 / 6 code rate convolutional code and the variable-length RS code deployed on the Galileo space station has a bi...
example 2
[0061] For q=5, 6, code rate R=1 / 6, 1 / 7 low-rate LDPC codes, take the same code length N=20160, the size of the permutation matrix Q is respectively: n=3360, 2880, and the simulation condition is still 200 maximum iterations, 1000 transmission packets.
[0062] image 3 The BER and SNR characteristic curves of 1 / 6 and 1 / 7 code rate 20160 code length low-rate LDPC codes are demonstrated. It can be seen from the figure that the performance of the 1 / 6 rate LDPC code is better than that of the 1 / 7 LDPC code, but the two are very close. This shows that the performance of low-rate LDPC codes is not getting better as the code rate decreases. The best performance is the 1 / 6 rate LDPC code, which is in 10 -6 When the bit error rate, the signal-to-noise ratio is 0.478dB, the distance from the Shannon limit (-1.061dB) is 1.534dB, and the coding gain provided is 10.12dB. 1 / 7 rate LDPC code, it is in 10 -6 The SNR is 0.52dB at the bit error rate, the distance from the Shannon limit (-...
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