Non-Orthogonal Pilot Allocation Method for Decellularized Massive MIMO Systems
A pilot allocation and large-scale technology, applied in the field of communication, can solve problems such as lack of effect, pilot pollution, and inability to guarantee the orthogonality of pilot sequences, so as to achieve the effect of improving throughput and reducing pilot pollution
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Embodiment 1
[0033] figure 1 It is a schematic diagram of a non-orthogonal pilot allocation method for a decellularized massive MIMO system, figure 2 It is a flow chart of a non-orthogonal pilot allocation method for a cellular massive MIMO system, referring to figure 1 and figure 2 , the method includes:
[0034] S1 obtains the channel large-scale fading coefficients from the user to each base station within a certain range, and calculates the coefficient ratio of the channel large-scale fading coefficient of the user to each base station to the sum of the channel large-scale fading coefficients of the corresponding user to all base stations.
[0035] Schematically, in the range of 1km × 1km, M base stations and K users are randomly distributed, and the minimum mean square error algorithm is used to estimate the channel of the pilot sequence transmitted by the user, and the large-scale channel from the user to each base station is obtained. fading coefficient. Number the users seque...
Embodiment 2
[0052] This embodiment 2 is to adopt the method of the present invention to carry out non-orthogonal pilot frequency allocation for decellularization massive MIMO system, specifically comprises the following steps:
[0053] Scenario parameter setting: There is a square area of 1km×1km, 100 base stations, 40 users, and 20 pilot sequences with a length of 20 symbols are multiplexed among the users. Here we use the commonly used large-scale fading model Hata-COST231, and the attenuation factor of shadow fading is 8dB. According to the distance between the user and the base station, the path loss is divided into three stages:
[0054]
[0055] Among them, d mk is the distance between the kth user and the mth base station, d 0 is the reference distance of the first segment, d 0 10m, d 1 is the reference distance of the second segment, d 1 is 50m,
[0056] L=46.3+33.9 log 10 (f)-13.82 log 10 (h AP )-(1.1 log 10 (f)-0.7)h UE +(1.56log 10 (f)-0.8) Among them, f is the ...
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