发明名称 Method and apparatus for transmitting and receiving beamforming matrix
摘要 The present disclosure provides a method and apparatus for transmitting the beamforming matrix. The method includes calculating the maximum value mv(k) of the real part and imaginary part of the elements in subcarrier's beamforming matrix; carrying out a M bits quantization to mv(k) and obtaining the quantization amplitude Mv(k), calculating the linear part Mvlin(k) of Mv(k); carrying out a respectively Nb bits quantization to the real part and imaginary part of every element in V(k) by Mvlin(k), and obtaining the quantized beamforming matrix Vq(k); Nb is positive integer; transmitting said quantization amplitude Mv(k) and said quantized beamforming matrix Vq(k).
申请公布号 US9319119(B2) 申请公布日期 2016.04.19
申请号 US201214376839 申请日期 2012.03.23
申请人 BEIJING NUFRONT MOBILE MULTIMEDIA TECH. CO., LTD. 发明人 Bao Dongshan;Liu Shenfa
分类号 H04B7/02;H04L1/02;H04B7/04;H04B7/06 主分类号 H04B7/02
代理机构 Anova Law Group, PLLC 代理人 Anova Law Group, PLLC
主权项 1. A method for transmitting a beamforming matrix of a subcarrier on a channel of a Multiple Input Multiple Output (MIMO) channel of a MIMO system by a transmitter in response to a feedback request from a receiver for obtaining channel information in the MIMO system, comprising: determining, by the transmitter, a maximum value mv(k) of a real part and an imaginary part of elements in a subcarrier's beamforming matrix V(k); determining, by the transmitter, an M bits quantization of mv(k); determining, by the transmitter, a quantization amplitude Mv(k), M being a positive integer, wherein no division calculation is performed on mv(k) to determine Mv(k); determining, by the transmitter, a linear part Mvlin(k) of Mv(k), wherein no division calculation is performed on mv(k) to determine the linear part Mvlin(k) of Mv(k); determining, by the transmitter, a Nb bits quantization of a real part and imaginary part of every element in V(k) by Mvlin(k); determining, by the transmitter, a quantized beamforming matrix Vq(k), Nb being a positive integer, whereinV(m,l)q⁡(R)=sign⁡(V(m,l)⁡(k))*min⁡(2Nb-1-1,round⁡(Re⁡(V(m,l)⁡(k))Mvlin⁡(k)-c⁢(2Nb-1-1)));V(m,l)q⁡(I)=sign⁡(V(m,l)⁡(k))*min⁡(2Nb-1-1,round⁡(Im⁡(V(m,l)⁡(k))Mvlin⁡(k)-c⁢(2Nb-1-1))); V(m,l)(k) representing an element in V(k); V(m,l)q(R) representing a real part of quantized V(m,l)(k); V(m,l)q(I) representing an imaginary part of quantized V(m,l)(k); m being a row position reference, l being a column position reference; sign(V(m,l)(k)) representing a polarity symbols of V(m,l)(k);min(2Nb−1−1,round⁡(Re⁡(V(m,l)⁡(k))Mvlin⁡(k)-c⁢(2Nb-1-1)))representing a minimum value of (2Nb−1−1) andround⁡(Re⁡(V(m,l)⁡(k))Mvlin⁡(k)-c⁢(2Nb-1-1));round representing a rounding operation;“| |” representing an absolute operation; and c being a positive real number; and transmitting, by the transmitter, said quantization amplitude Mv(k) and said quantized beamforming matrix Vq(k).
地址 Beijing CN