Design method of transceiver in heterogeneous network
A heterogeneous network and design method technology, applied in space transmit diversity, error prevention/detection through diversity reception, diversity/multi-antenna system, etc., can solve the problem of a large number of antennas, etc.
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Embodiment 1
[0043] Assume that the system has 1 macro base station, and the macro base station serves K macro cell users; C small base stations, and each small base station serves a small cell user. For ease of presentation, each user receives an independent data stream. The macro base station has C+K transmit antennas, the small base station has K transmit antennas, and each user (including small cell users and macro cell users) has C receive antennas.
[0044] The specific system model diagram is as follows figure 1 As shown, among them, M m , M p are the number of antennas of the macro cell base station and the number of antennas of the small cell base station, respectively, and N is the number of antennas of each user.
[0045] Among them, the design method of the transceiver under the heterogeneous network in Embodiment 1 eliminates interference through three parts, and the method includes:
[0046] 1. Eliminate interference from small base stations to macro cell users.
[0047]...
Embodiment 2
[0078] The following method can also be used to eliminate the interference of the small base station to the macro cell user, so the second embodiment of the present invention provides a design method of a transceiver under a heterogeneous network, including:
[0079] Embodiment 2 uses the same number of antennas as Embodiment 1, but the methods for eliminating interference are different. For any heterogeneous network, there are C small cells and K macro cell users, where M p =K(M p is the number of antennas of the small base station), N=C (N is the number of antennas of the macro cell user). Here, a macro cell user and a small base station are defined as a pair, then all small base stations and macro cell users can be converted into three pairs and two pairs, that is, into several K=C=3, and this is structure 1. And several cases of K=C=2 are recorded as structure 2.
[0080] First of all, for the case of K=C, it must be transformed into several structures 1 and 2.
[0081...
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