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双语推荐:信噪比估计

为了在上行链路支持频率选择性调度,长期演进(LTE)系统定义了探测参考号(SRS)用于道质量估计。该文主要研究SRS的信噪比估计方法,针对Boumard方法和传统DFT方法的缺点,提出一种改进的基于DFT的估计方法。该方法通过在时域修正声的估计区间,减小高信噪比时有用号能量泄露对声估计的影响,从而获得更准确的信噪比估计。仿真结果表明,所提方法的估计性能优于Boumard方法和传统的DFT方法,提高了高信噪比时的估计精度,在高信噪比区域,平均估计性能提高了约6 dB以上。
To support frequency selective scheduling in uplink, Long Term Evolution (LTE) system defines the Sounding Reference Signal (SRS) for channel quality estimation. This paper focuses on the Signal-to-Noise Ratio (SNR) estimation of the SRS. In order to deal with the shortcomings of Boumard’s method and the traditional DFT method, an improved estimation method based on DFT is proposed. This method reduces the energy leakage’s influence of useful signal on high SNR by correcting the noise estimated interval in time domain, thus more accurate SNR estimation can be obtained. Simulation results show that the estimated performance of the proposed method is better than Boumard’s method and traditional DFT method, and the average performance achieves an improvement of over 6 dB in high SNR area.

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为了提高未知样式号的信噪比估计性能,提出一种基于声辅助的信噪比估计新算法,通过固有模态函数(IMF)分量平均周期的变化判断号与声界限,给出了基于声辅助估计法的工作原理和流程图,分析了基于声辅助估计法的性能。仿真结果表明,基于声辅助估计法能够实现盲信噪比估计,在0 dB信噪比下均方误差不超过0.2 dB。
To enhance the Signal to Noise Ratio(SNR) estimation performance of unknown type signals, a novel algorithm based on noise-assisted is proposed, in which the boundary of the signal and noise is determined according to the average period curve of Intrinsic Mode Functions(IMF). The algorithm principle and its flow chart are presented, and the performance of noise-assisted method is also analyzed. Simulation results show that, noise-assisted method is adapted to unknown signals SNR estimation, and the mean square error is below 0.2 dB under SNR of 0 dB.

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为解决频偏估计中经典的MM算法在频偏增大时信噪比门限变差的问题,提出一种改进的频偏估计算法。首先对自相关函数做预平均处理来降低声,然后利用预平均值做频偏粗估计,并利用粗估计值纠正相位来减轻相位模糊的问题,最后推导更加合理的窗函数并给出最终频偏估计表达式。仿真表明该算法的信噪比门限比MM算法至少低-1 dB,且在频偏加大时仍然能保持较低的信噪比门限。在保证-3.5 dB的信噪比门限的前提下该算法的估计范围达到了理论值的90%,另外在最大自相关阶数较小时,估计精度门限优于MM算法。该算法在MM算法基础上的改进达到了预期效果,能同时满足无线传感网频偏估计中对低信噪比门限和大估计范围的要求。
M&M method is a typical frequency offset estimator,but its SNR threshold raises when frequency becomes larger, to solve this problem,an improved frequency offset estimator based on M&M method is proposed. Firstly the average treatment of the autocorrelation function is utilized to reduce the noise. Then frequency offset is roughly obtained by using average value, and the problem of phase ambiguity is solved. At last a more reasonable window function is derived and the final expression of estimation frequency offset is given. Simulation results show that the SNR threshold of the proposed method is at least-1 dB low-er than M&M method,and the SNR threshold can keep low when the frequency offset increases. The estimation range of the pro-posed method can reach 90% of the theory value in condition of keeping the SNR threshold -3.5 dB. Additionally,the estima-tion accuracy is better than M&M method when max autocorrelation order is small. The proposed method meets the requirements both in S

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针对M-Rife法在低信噪比频移方向出错导致估计性能下降的影响,提出了一种改进的算法。通过将采样号分成多段,计算各段 FFT 幅度谱在相同离散频率的平均值,在平均幅度谱基础上用M-Rife法进行估计频率。累积谱的方法有效地提高了号的信噪比,降低了该算法的信噪比阈值和在低信噪比条件下频移方向出错的概率。仿真结果验证了该算法的可行性。当信噪比SNR在0 dB以上时,估计误差整个频段上非常接近克拉美-罗限,估计性能与M-Rife法相当;在低信噪比如-3 dB时,算法在整个频段上仍具有较高的频率估计精度,估计误差小于1.2倍克拉美-罗限。
Because of that the performance of Modified Rife Algorithm(M-Rife) will be lowered largely when SNR (signal noise ratio) is too low to assure the direction of shife correctly. A advanced frequency estimation algorithm of single-tone in the presence of white Gaussian noise background is proposed.The frequency estimate is implemented by segmenting the signal into several pans , then counting the average of each FFT amplitude spectrum in the same discrete frequency and lastly using Modified Rife Algorithm based on mean amplitude spectrum. The average of the cumulative spectrum improves the SNR (signal noise ratio),thus lowering the algorithm’s SNR threshold and the error probabilities in shift direction .The simulated result shows that the algorithm is valid and the frequency estimation variance is closed to CRLB (Cramer-Rao lower bound) throughout the whole band when SNR is above 0dB.Its performance is closed to Modified Rife Algorithm.the algorithm still has a high precision throughout

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信噪比估计算法中,频域估计法是一种经典算法。为了降低算法复杂度并在低信噪比条件下准确估计,在频域估计法的基础上,结合平均周期图的思想,通过分段运算、累加合并的方法,给出一种改进的频域信噪比估计法。仿真结果表明,在实际信噪比为[-16dB,-6dB]时,估计均方误差不超过0.4dB;通过与最大似然法仿真对比可知,该算法不受多普勒频移影响,应用范围更广。同时,该算法运算量少,复杂度低,易于在工程中实现。
In Signal-to-Noise ratio ( SNR ) estimation algorithms, the frequency-domain estimation is a classical algorithm. To reduce complexity and estimate accurately in the condition of low SNR,this paper proposes an improved frequency-domain SNR estimation algorithm based on the Averaged periodogram by data striping operation and accumulation. The simulation results show that the estimated Mean Square Error ( MSE) of this method is less than 0. 4 dB when the actual SNR ranges from -16 dB to -6 dB. Compared with the maximum likelihood method, the proposed method is not affected by Doppler-shift and can be widely used. Also,it has less complexity,and can be implemented easily in practical projects.

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针对强声环境下语音增强中声估计和先验信噪比估计算法导致的语音失真和音乐声的问题,利用语音和声的统计模型的对称性得到一种声幅度的估计值为参考,提出了一种声估计算法,改进了先验信噪比估计算法,形成了一种新的增强算法,适用于强声环境下的语音增强。由仿真实验给出的客观评分看出,在0dB乃至-5dB条件下,给出信噪比估计算法能够有效减小号失真,基本上没有残留音乐声。
The trade-off among amount of noise reduction, the level of musical residual noise and the speech distortion in high noise environment has to be solved. This study focuses on noise estimation to boost the performance of speech enhancement algorithms by combining statistical estimators of the spectral magnitude of the speech and noise. The noise spectral magnitude estimator is derived from the speech magnitude estimator, with which a modified a priori SNR estimation is given. The simulated experiments indicate that significant improvement could be achieved. For the speech enhancement, the algorithm obtains an ob-vious improvement in reducing speech distortion, with little musical noise retained.

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信噪比(SNR)估计对散射通中功率自适应控制、速率自适应切换及统计道特性具有重要意义,散射通需要接收号的精确信噪比作参考。介绍了一种运算简单、便于工程实现的盲估计算法即二阶矩四阶矩(M2M4)信噪比估计法的原理,将此算法通过硬件来实现。根据散射通特点,对其进行一系列测试,通过对测试结果分析,得出了M2M4信噪比估计算法在散射通具有适用性。
SNR estimation has a great meaning for adaptive power control,adaptive switch rate and channel characteristics statistic in troposcatter communication. A blind algorithm called as second - order and fourth-order moments estimator algorithm ( M2 M4 ) is introduced, which have such characteristics as simple operation and easy engineer implementation. The algorithm is realized by hardware devices ,and a series of tests are performed, and the test results prove the applicability of M2M4 algorithm in troposcatter communication.

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信噪比是衡量道质量的一个重要参数,该文主要研究LTE(Long Term Evolution)系统中基于探测参考号(Sounding Reference Signal,SRS)的信噪比估计方法。针对DASS(Difference of Adjacent Subcarrier Signal)算法在高信噪比下声估计误差较大的这一缺点,该文提出一种适用于SRS的改进DASS方法。该方法通过重新定义子载波的差分方式,减小了声估计的误差,并且由于对连续的3个SRS频点,仅需要估计一次声,使得该文方法的复杂度仅为原DASS方法的1/3。仿真结果表明,所提方法的估计性能优于其余的方法,特别是在低时延和中等时延道下,高信噪比时的估计精度提高了约10倍。
The Signal-to-Noise Ratio (SNR) is an important parameter to measure the quality of the channel, this paper studies SNR estimation method based on Sounding Reference Signal (SRS) in the Long Term Evolution (LTE) system. Since the noise estimation error of Difference of Adjacent Subcarrier Signal (DASS) algorithm is larger in high SNR region, this paper presents an improved DASS method applicable to SRS. By redefining the differential mode of the subcarriers, the estimation error of the noise in this method is reduced, on the other hand, since the three consecutive SRS frequency points only need to estimate noise once, the complexity of the method is only 1/3 of the original DASS method. Simulation results show that the estimated performance of the proposed method is superior to the rest of the method, especially for the low-latency and medium-latency channel, estimation accuracy of the proposed method is improved by about 10 times in high SNR region.

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针对多径道,提出了一种基于序列相关的信噪比估计算法,利用本地序列与接收号相关,并采用最小二乘估计法,精确地估计了接收号幅度和声方差,得到了两径道下信噪比的估计值。仿真结果表明该算法整体估计性能较好,特别适合于低信噪比条件下。在信噪比为-1dB时,与现有的频域和二阶矩四阶矩(M2M4,2-order and 4-order Moments)估计算法相比,该算法的归一化均方误差分别降低了0.09和0.2。
For the multipath channel, a SNR estimation algorithm based on sequence correlation is proposed. By utilizing the correlation of local sequence and received signal, the signal amplitudes and the noise variance are precisely estimated with Least squares estimation algorithm, and the estimated value of SNR in two-path channel is obtained. Simulation results show that this algorithm, as a whole, performs better than frequency domain and 2-order and 4-order moments (M2M4) estimation algorithms particularly suitable for the condition of low SNR. As the actual SNR is -1dB, the normalized mean square error of the proposed algorithm is reduced by 0.09 and 0.2 respectively.

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在Tretter相位估计算法基础上,提出了一种基于约束相位解卷绕的相位估计方法。通过对观测相位进行适当的线性组合,将相位约束在较小的模糊相位集合之中,最后基于相位误差最小原则实现约束相位解卷绕。理论分析与Monte Carlo模拟结果显示,约束相位解卷绕的信噪比阈值低于常规解卷绕方法,且在高信噪比条件下相位估计均方根误差接近克拉美罗下限(CRLB),相位估计性能优于分段DFT相位差法以及全相位FFT测相法。在信噪比为5 dB、数据长度为1023的情况下,相位估计均方根误差约为0.9°。当信噪比为0 dB时
In order to estimate the original phase of a sinusoidal signal under noisy circumstances precisely, this paper proposed a novel phase estimation method which based on restricted phase unwrapping and Tretter’s phase estimation algorithm. Firstly it acquire

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