估计精度

  • 网络estimation accuracy;estimation precision
估计精度估计精度
  1. 提高SINS初始对准方位失准角估计精度的方法

    Novel technology for improving estimation accuracy of the azimuth misalignment angle in SINS initial alignment

  2. 在此基础上,通过构造新的扩展数据模型,提出了一种扩展的分数低阶循环MUSIC算法,该算法具有较高的估计精度。

    Furthermore , an extended fractional lower order cyclic MUSIC algorithm is proposed by constructing a new extended data model . The algorithm has higher estimation accuracy .

  3. 当噪声样本值不准确时,估计精度与门限K的选择有关。

    As for the imprecise noise samples , the estimation precision is dependent on the threshold parameter K.

  4. 第一种算法与现有的PL、HA算法相比,能显著提高相位估计精度。

    The first one has improved phase offset estimation accuracy comparing with existing PL and HA .

  5. 仿真结果表明,两种改进的MUSIC算法与其他算法相比有很高的估计精度,而且其分辨率也高于其他算法。

    Simulation results show that the improved algorithm of two kinds of MUSIC with other algorithm has high precision , and its resolution is higher than other algorithms .

  6. 类MUSIC算法可以取得很高的估计精度,其性能优于类ESPRIT算法。

    Similar MUSIC algorithm can achieve relative high estimate accuracy and its performance exceeds that of similar ESPRIT algorithm .

  7. 在正交频分复用(OrthogonalFrequencydivisionMultiplexing,OFDM)系统中,接收机的性能很大程度受信道估计精度的影响。

    In Orthogonal Frequency Division Multiplexing ( OFDM ) systems , the performance of the receiver highly depends on the accuracy of channel estimation .

  8. 基于有监督学习的多视角人脸模型子空间学习算法,能够实现比无监督ISA学习算法得到更高的姿态估计精度。

    It can gain more accuracy than the ( unsupervised ) learning algorithm in pose information estimation .

  9. 导弹预警卫星对TBM发射点参数估计精度分析

    The Influence Analysis of Space Early Warning to the Precision of TBM 's Launch Point Parameter Estimation

  10. 现有的SAR图像目标峰值提取方法精度较低,其对目标峰值位置的估计精度只能达到像素级。

    But , the accuracy of the existing method of target peak extraction is comparatively low and the estimation of peak 's position can only reach pixel-accuracy .

  11. ESPRIT算法无需搜索,但是估计精度较低。

    ESPRIT algorithm has no need to search , but it gets low accuracy .

  12. 为了提高低信噪比情况下的自适应时延估计精度和收敛速度,提出了一种基于HB加权的频域自适应时延估计新算法。

    In this paper , a new frequency domain adaptive time delay estimation algorithm based on HB weighting is proposed .

  13. 通过Monte-Carlo仿真可以看出,该方法较之EKF滤波有更好的估计精度。

    The Monte Carlo simulation results show that the estimator of GL-KF is more precise than that of EKF .

  14. 在各种高分辨测向算法中,TLSESPRIT估计精度较高,因不需要谱峰搜索而具有更小的运算量。

    TLS-ESPRIT has higher angle resolution and precision , and that it has less computation than other high-resolution algorithms .

  15. 估计精度高、运算复杂度低、需求阵元数少、稳健的DOA估计算法一直是广大研究者追求的目标。

    High estimation accuracy , low computational complexity , few number of needed array sensors and robust DOA estimation algorithm is the goal of many researchers .

  16. 水池试验研究还表明:在阵元域算法中,经过校正后的Root-MUSIC、ESPRIT和MODE算法具有良好的估计精度和低的信噪比分辨门限;

    The water tank experiment demonstrates that in element-space , the calibrated Root-MUSIC , ESPRIT and MODE have low resolution threshold and good accuracy ;

  17. 提出的快速卡尔曼SLAM算法在保证估计精度的同时大大降低了计算复杂度,为复杂环境下实时解决SLAM问题提供了一种有效方法。

    The presented algorithm , named ' Fast Kalman SLAM ', reduces computational complexity greatly and ensures estimation accuracy at the same time .

  18. 计算例子表明,5a定期生长量的总和估计精度在95%的概率保证下可达80%以上。

    The estimation precision of 5 years ′ total increment is greater than 80 % for 95 % confidence .

  19. 多普勒中心估计精度的高低直接影响多普勒波束锐化(DBS)性能的优劣。

    The precision of Doppler center estimation is of great importance to the performance of Doppler Beam Sharpening ( DBS ) .

  20. 离散傅立叶变换方法能够在DSP平台上通过FFT快速实现,而循环相关方法则具有很高的频率估计精度和很好的抗噪性能。

    DFT method can be fast implemented on DSP platform by the use of FFT algorithm , while the method of cyclic correlation has better noise immunity performance and high estimation accuracy .

  21. 在传统方法的基础上给出了一些改进算法和新的解决方案,从而提高了SLAM算法的估计精度、一致性和计算效率,并且扩展了其应用范围。

    Several improved methods and novel solutions are presented in order to improve consistency and computational efficiency , and additionally extend SLAM application domains .

  22. 仿真结果表明,相比基于四阶累积量切片的MUSIC方法,所提出的方法在高斯白噪声和有色噪声中,有效提高了低信噪比情况下的方位估计精度,降低了目标的分辨门限。

    Computer simulation results show that compared with the 4th order cumulant slice MUSIC , the new estimator improves the estimating precision of DOA in low SNR and depresses the resolution threshold effectively in white spatial Gaussian noise and colored spatial Gaussian noise .

  23. MUSIC算法在大信噪比、大快拍数的条件下具有很高的估计精度、分辨率以及算法稳健性,在理想情况下,其算法性能接近于克拉美-罗界。

    MUSIC algorithm has a high resolution , estimation accuracy and stability in the condition of large signal to noise ratio ( SNR ) and a large number of snapshots , in the ideal case , the performance is close to Cramer-Rao bound .

  24. 因此它比EKF滤波能更好地迫近状态方程的非线性特性,从而比EKF滤波具有更高的估计精度。

    Therefore it is better than the EKF filter nonlinear characteristics equation of state approach , which is more than the EKF filter estimation accuracy .

  25. 为提高无线传感器网络(WSN)的节点定位的估计精度,提出基于自由搜索优化的智能估计定位算法。

    This paper proposes a novel intelligent estimation algorithm in Wireless Sensor Network ( WSN ) nodes location based on Free Search ( FS ) to improve the precision in location estimation .

  26. Unscented卡尔曼滤波(UKF)在算法实现和估计精度方面均优于传统的扩展卡尔曼滤波(EKF)。

    Unscented Kalman Filter ( UKF ) is a new filtering method , which is superior to the EKF in accomplishment and in estimation precision .

  27. 结果说明光谱微分技术能够提高LAI和CASI数据的相关性,因而可以改善LAI的估计精度。

    Results show that the spectral derivative technique can increase the correlations between the LAIs and the CASI data and thus lead to improved accuracies of LAI estimation .

  28. 在此基础上将基于小生境的自适应遗传算法用于PMU的优化配置中,以提高状态估计精度为目标研究了PMU的优化配置。

    On this basis study how to optimum the allocation of PMU using the algorithm of adaptive genetic algorithm based on niche aimed at improving state estimation accuracy .

  29. 计算机仿真表明了此方法估计精度高,对阵列误差鲁棒性强,并且各项性能都接近于CRB。

    Numerical results show that the estimator bears high precision , good robust to general array error and the performance close to the CRB .

  30. 换言之,卡尔曼滤波对于噪声的不确定性是具有一定的鲁棒性的,并且就估计精度而言,其鲁棒性优于H∞滤波,但H∞滤波的估计速度优于卡尔曼滤波。

    In other words , Kalman filter is of robust performance in respect to noise uncertainty , and Kalman filter is superior to H ∞ filter in terms of estimate accuracy , but H ∞ filter is superior to Kalman filter in terms of estimate speed .