搜索资源列表
music
- 修正的music算法，前后向空间平滑算法的特殊形式-Amended music algorithm, before and after spatial smoothing algorithm for the special form
LS
- 本程序给出了最小二乘滤波算法的具体编程，程序中分析比较了自相关算法、协方差算法、前后向加窗算法的滤波效果-This procedure gives the least squares filtering algorithm specific programming, program analysis and comparison of the auto-correlation algorithm, covariance method, before and after windowing alg
Classical_spectral_estimation
- 经典的MUSIC,前后向空间平滑和改进的空间平滑算法-three kinds algorithms for MUSIC、SS and Modified SS
Smooth_compare
- DOA估计中，2MUSIC算法的前后向平滑与前向、后向平滑的比较。-This is the DOA estimation by ULA and spatial smoothing.
MUSIC
- 经典MUSIC算法仿真，并有信号相干情况下，采用前向以及前后向平滑技术估计波达方向。-Classical MUSIC algorithm simulation, and a signal coherent case, the forward and after smoothing technique to estimate DOA.
sizhong
- 四种传统算法进行DOA估计,前后向线性预测、最大熵、最小模-Four traditional DOA estimation algorithm, the forward and backward linear prediction, maximum entropy, minimum norm
music
- 经典的DOA估计算法，利用前后向平滑技术解相干。-Classic DOA estimation algorithm, using before and after smoothing techniques decoherence.
back-smooth-MUSIC-code
- 前后向平滑MUSIC算法。通过平滑，提高了分辨率-Before and after smoothing MUSIC algorithm. By smoothing to improve the resolution
FBSSDOA
- 相干信号的DOA估计算法，算法名为前后向平滑算法，可以对相干信号进行DOA估计-Coherent signal DOA estimation algorithm, the algorithm is named after the smoothing algorithm, can be DOA estimation of coherent signals
FBSSyuSSD
- 相干信号的DOA估计，前后向平滑算法和差分平滑算法对比研究，有均方根的对比-DOA estimation of coherent signals before and after the smoothing algorithm and a comparative study of differential smoothing algorithm, RMS contrast
lvbosuanfa
- 包含了目前针对陀螺仪常用的小波滤波，卡尔曼滤波，前向线性预测FLP滤波，还有小波滤波与FLP滤波方法的融合算法，并对滤波前后进行了功率谱密度分析和比较，画出了功率谱密度图，还有滤波效果比较图，最后还有相应的Allan方差分析。内容丰富，只要把数据load进去就可以了（默认长度为4096,可以更改的），简单易上手，初学者也能看懂。其中FLP滤波，1和2文件分别为东西方向互补的数据。-Gyro filtering algorithm collection
qianhouxiangpinghua
- 前后向平滑算法，期望波达方向是0度，干扰方向是20度-Before and after the smoothing algorithm, expect DOA is 0 degrees, 20 degrees interference direction
hmm
- 解决隐马尔科夫问题中的MATLAB程序，包含前后向算法，Viterbi求解，BaumWelch求解(MATLAB in solving the problem of hidden markov, including front and back to the algorithm, Viterbi, BaumWelch solution)