Decoding method and device of mimo system
A decoding and modulus technology, which is applied in the field of decoding methods and devices of MIMO systems, can solve the problems of high complexity of decoding methods
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Embodiment 1
[0092] In Embodiment 1, this step specifically includes:
[0093] Step S10: Calculating the channel response h of the above another transmitting terminal 2 The module ||h 2 || 2 and save;
[0094] Step S11: Calculate the channel response h of the other transmitting terminal above 2 The conjugate transpose of h 2 H and save;
[0095] Step S12: Calculate the above h 2 H The product A with the modulation symbol r received by the above system is saved, that is
[0096] A=h 2 H r
[0097] Step S13: Calculate the above h 2 H and the channel response h of the current transmitting terminal above 1 The product B of and saved; ie
[0098] B=h 2 H h 1
[0099] Step S14: According to the channel response h of the above another transmitting terminal 2 The module ||h 2 || 2 , the above h 2 H , and the above A and B, the modulation symbol s transmitted by the above current transmitting terminal is calculated by the following formula 1 Modulation symbol s transmitted ...
Embodiment 2
[0104] In Embodiment 2, this step specifically includes:
[0105] Step S10': Calculate the channel response h of the above-mentioned another transmitting terminal 2 The conjugate transpose of h 2 H and save;
[0106] Step S11': Calculate the above h 2 H and save the product A of the modulation symbol r received by the above system;
[0107] Step S12': Calculate the above h 2 H and the channel response h of the current transmitting terminal above 1 The product B of and save;
[0108] Step S13': According to the above h 2 H With A and B, the modulation symbol s transmitted by the current transmitting terminal is calculated by the following formula 1 Modulation symbol s transmitted at another transmitting terminal 2 projection on
[0109]
[0110] Among them, h 2 Indicates the channel response of the other transmitting terminal above, h 2 H means h 2 The conjugate transposition of .
[0111] Embodiment 2 Compared with Embodiment 1, for different modulation ...
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