High-order constant-envelope coded modulation method applied to unmanned aerial vehicle data link
A coding modulation and constant envelope technology, applied in the communication field, achieves excellent performance, high frequency band utilization, and excellent error correction performance
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Embodiment 1
[0036] Step 1, the construction satisfies Q 2 Check matrix of LDPC codes with PSK modulation constant envelope constraints.
[0037] Assume that the encoded codeword is c=(c 1 ,c 2 ,... c n ) T , the code length is n and is a multiple of 4, in order to satisfy the constraint of the constant envelope, the codeword after encoding the four signals needs to satisfy
[0038] c 4k+1 +c 4k+2 +c 4k+3 +c 4k+4 =1 k=0,1,...,n / 4-1 (3)
[0039] Construct the check matrix as follows
[0040]
[0041]Wherein n is the code word length after encoding and is a multiple of 4, and the condition that H needs to satisfy is then: divide it into left and right parts, namely H=[A B], and the B matrix should satisfy the reversible condition. h random is a random sparse matrix, E n / 4×n It is a matrix with 4 consecutive 1s in each row and 1 1 in each column, which can be expressed as (column replacement is possible):
[0042]
[0043] Different from the general verification relationshi...
Embodiment 2
[0052] Step 1, the construction satisfies Q 2 Check matrix of LDPC codes with PSK modulation constant envelope constraints.
[0053] Assume that the encoded codeword is c=(c 1 ,c 2 ,... c n ) T , the code length is n and is a multiple of 4, in order to satisfy the constraint of the constant envelope, the codeword after encoding the four signals needs to satisfy
[0054] c 4k+1 +c 4k+2 +c 4k+3 +c 4k+4 =1 k=0,1,...,n / 4-1 (3)
[0055] Construct the check matrix as follows
[0056]
[0057] Wherein n is the code word length after encoding and is a multiple of 4, and the condition that H needs to satisfy is then: divide it into left and right parts, namely H=[A B], and the B matrix should satisfy the reversible condition. h random is a random sparse matrix, E n / 4×n It is a matrix with 4 consecutive 1s in each row and 1 1 in each column, which can be expressed as (column replacement is possible):
[0058]
[0059] Different from the general verification relationsh...
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