东南大学学报(英文版)
東南大學學報(英文版)
동남대학학보(영문판)
JOURNAL OF SOUTHEAST UNIVERSITY
2010年
3期
389-393
,共5页
信道估计%压缩感知%数字广播%正交频分复用
信道估計%壓縮感知%數字廣播%正交頻分複用
신도고계%압축감지%수자엄파%정교빈분복용
channel estimation%compressive sensing (CS)%digital radio mondiale (DRM)%orthogonal frequency division multiplexing (OFDM)
为降低导频数目并提高频谱利用率,将最新提出的压缩感知技术应用于数字广播的信道估计.在欧洲电信标准协会DRM标准规定的6种信道模式中,对于确定了信道模式多径数目的情况,采用子空间跟踪算法估计各径的时延扩展和衰减,设定算法迭代终止条件为估计结果的稀疏度等于多径数目;对于多径数目未知的情况,采用正交匹配追踪算法估计信道参数,设定算法迭代终止条件为估计误差等于噪声方差.仿真结果表明,在相同的导频数目下,压缩感知算法优于传统的基于内插的最小二乘信道估计算法;在多径数目先验的情况下,子空间跟踪算法优于正交匹配追踪算法.
為降低導頻數目併提高頻譜利用率,將最新提齣的壓縮感知技術應用于數字廣播的信道估計.在歐洲電信標準協會DRM標準規定的6種信道模式中,對于確定瞭信道模式多徑數目的情況,採用子空間跟蹤算法估計各徑的時延擴展和衰減,設定算法迭代終止條件為估計結果的稀疏度等于多徑數目;對于多徑數目未知的情況,採用正交匹配追蹤算法估計信道參數,設定算法迭代終止條件為估計誤差等于譟聲方差.倣真結果錶明,在相同的導頻數目下,壓縮感知算法優于傳統的基于內插的最小二乘信道估計算法;在多徑數目先驗的情況下,子空間跟蹤算法優于正交匹配追蹤算法.
위강저도빈수목병제고빈보이용솔,장최신제출적압축감지기술응용우수자엄파적신도고계.재구주전신표준협회DRM표준규정적6충신도모식중,대우학정료신도모식다경수목적정황,채용자공간근종산법고계각경적시연확전화쇠감,설정산법질대종지조건위고계결과적희소도등우다경수목;대우다경수목미지적정황,채용정교필배추종산법고계신도삼수,설정산법질대종지조건위고계오차등우조성방차.방진결과표명,재상동적도빈수목하,압축감지산법우우전통적기우내삽적최소이승신도고계산법;재다경수목선험적정황하,자공간근종산법우우정교필배추종산법.
In order to reduce the pilot number and improve spectral efficiency, recently emerged compressive sensing (CS) is applied to the digital broadcast channel estimation. According to the six channel profiles of the European Telecommunication Standards Institute(ETSI) digital radio mondiale (DRM) standard, the subspace pursuit (SP) algorithm is employed for delay spread and attenuation estimation of each path in the case where the channel profile is identified and the multipath number is known. The stop condition for SP is that the sparsity of the estimation equals the multipath number. For the case where the multipath number is unknown, the orthogonal matching pursuit (OMP) algorithm is employed for channel estimation, while the stop condition is that the estimation achieves the noise variance. Simulation results show that with the same number of pilots, CS algorithms outperform the traditional cubic-spline-interpolation-based least squares (LS) channel estimation. SP is also demonstrated to be better than OMP when the multipath number is known as a priori.