Method for improving structure of convolution code encoder
A convolutional code and encoder technology, which is applied in the field of improvement of the convolutional code encoder structure, and can solve the problems of difficult hardware implementation, low bit error rate, and small coding gain.
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[0043] A (127, 3, 6) time-varying, code rate R = 1 / 2 LDPC convolutional code implementation steps.
[0044] Step 1. Design as figure 2 The shown LDPC system convolutional code, its design parameters are: register memory length m s = 127, row weight w r = 6, column weight w c =3, b=1, c=2, t=2048. The regular random LDPC block code check matrix H is constructed by using Mackay's method. First, the columns of the parity check matrix H increase column by column from left to right, and finally form the entire parity check matrix. the weight w of each column c = 3, and the position of "1" in each column of the sparse matrix is randomly selected, but the row weight must not exceed w r =6. And it is guaranteed that the submatrix partitioned by the matrix H The latter (c-b)×(c-b) matrix is an identity matrix. If the requirements cannot be met until the last column is set, H must be reset or some columns should be canceled from right to left to reset until the weight of ...
Embodiment 2
[0062] A (3, 2, 3) time-invariant, code rate R = 1 / 3 LDPC convolutional code implementation steps.
[0063] Step 1, utilize QC-LDPC code design method, select element a=2, b=6 from GF (2); Then o(a)=3, o(b)=2, obtain check matrix and be:
[0064] H = I 1 I 4 I 2 I 6 I 3 I 5
[0065] I in the matrix x is a 7×7 identity matrix that is cyclically shifted left by x units row by row. The minimum code distance d of this LDPC regular code ...
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