电子与信息学报
電子與信息學報
전자여신식학보
JOURNAL OF ELECTRONICS & INFORMATION TECHNOLOGY
2014年
5期
1266-1270
,共5页
景小荣%杨洋%张祖凡%陈前斌
景小榮%楊洋%張祖凡%陳前斌
경소영%양양%장조범%진전빈
信号处理%多用户DOA估计%均匀线阵%互耦自校正
信號處理%多用戶DOA估計%均勻線陣%互耦自校正
신호처리%다용호DOA고계%균균선진%호우자교정
Signal processing%Multiuser DOA estimation%Uniform linear array%Mutual coupling self-calibration
在高斯噪声背景下,针对互耦条件下的均匀线阵(Uniform Linear Array, ULA),该文提出了一种联合多用户波达方向(Direction Of Arrival, DOA)估计与互耦误差自校正算法。该算法首先利用特征矩阵联合相似对角化(Joint Approximative Diagonalization of Eigen matrix, JADE)方法估计出各用户广义空间特征矢量,然后定义了一个将各用户广义空间特征矢量转换为只与部分阵元相关的转换矩阵,进而在斜投影及前后向空间平滑的基础上,实现了多用户相干信源DOA估计,最后以多用户相干信源DOA及广义空间特征矢量估计值为基础,给出一种互耦自校正方法。仿真结果表明:该算法具有较高的 DOA 估计精度及 DOA 估计成功率,而且对高斯白噪声/色噪声背景,阵列互耦误差已知/未知情形,均具有普适性。
在高斯譟聲揹景下,針對互耦條件下的均勻線陣(Uniform Linear Array, ULA),該文提齣瞭一種聯閤多用戶波達方嚮(Direction Of Arrival, DOA)估計與互耦誤差自校正算法。該算法首先利用特徵矩陣聯閤相似對角化(Joint Approximative Diagonalization of Eigen matrix, JADE)方法估計齣各用戶廣義空間特徵矢量,然後定義瞭一箇將各用戶廣義空間特徵矢量轉換為隻與部分陣元相關的轉換矩陣,進而在斜投影及前後嚮空間平滑的基礎上,實現瞭多用戶相榦信源DOA估計,最後以多用戶相榦信源DOA及廣義空間特徵矢量估計值為基礎,給齣一種互耦自校正方法。倣真結果錶明:該算法具有較高的 DOA 估計精度及 DOA 估計成功率,而且對高斯白譟聲/色譟聲揹景,陣列互耦誤差已知/未知情形,均具有普適性。
재고사조성배경하,침대호우조건하적균균선진(Uniform Linear Array, ULA),해문제출료일충연합다용호파체방향(Direction Of Arrival, DOA)고계여호우오차자교정산법。해산법수선이용특정구진연합상사대각화(Joint Approximative Diagonalization of Eigen matrix, JADE)방법고계출각용호엄의공간특정시량,연후정의료일개장각용호엄의공간특정시량전환위지여부분진원상관적전환구진,진이재사투영급전후향공간평활적기출상,실현료다용호상간신원DOA고계,최후이다용호상간신원DOA급엄의공간특정시량고계치위기출,급출일충호우자교정방법。방진결과표명:해산법구유교고적 DOA 고계정도급 DOA 고계성공솔,이차대고사백조성/색조성배경,진렬호우오차이지/미지정형,균구유보괄성。
In the Gaussian noise background, an algorithm is proposed to jointly estimate the multiuser DOA and self-calibrate the mutual coupling error for Uniform Linear Array (ULA). First, the generalized spatial feature vector of each user is estimated by utilizing the Joint Approximative Diagonalization of Eigen (JADE) matrix method. Second a transformation matrix is defined, and based on which the generalized spatial feature vector is converted to the one which is related with part elements of the ULA. Then the multiuser coherent DOA estimates are obtained on the basis of the oblique projection and Forward and Backward Spatial Smoothing (FBSS) methods. Finally, a mutual coupling self-calibration method is presented by utilizing the estimates of the DOA and the generalized spatial feature vector of each user. The computer simulation indicates that the algorithm has higher performance of DOA estimation accuracy and successful rate. The simulation results also demonstrate that, the proposed algorithm is universal for the situations where the mutual coupling error is known or not with white or colored additive Gaussian noise.