文件名称:TIchinese_A1888
- 所属分类：
- matlab例程
- 资源属性：
- [Windows] [Visual C] [源码]
- 上传时间：
- 2012-11-26
- 文件大小：
- 5.53mb
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- 0次
- 提 供 者：
- liu***
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- 无
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无人机高度基于Matlab卡尔曼滤波程序(数据融合)\altitude\Kalman计算\kalman1\dataK.h
............................................\........\..........\.......\kalman.c
............................................\........\..........\.......\kalman.dsp
............................................\........\..........\.......\kalman.dsw
............................................\........\..........\.......\kalman.ncb
............................................\........\..........\.......\kalman.opt
............................................\........\..........\.......\kalman.plg
............................................\........\..........\.......\test.c
............................................\........\..........\.......\test.dsp
............................................\........\..........\.......\test.dsw
............................................\........\..........\.......\test.ncb
............................................\........\..........\.......\test.opt
............................................\........\..........\.......\test.plg
............................................\........\..........\.......\Test1.dsp
............................................\........\..........\.......\Test1.dsw
............................................\........\..........\.......\Test1.ncb
............................................\........\..........\.......\Test1.opt
............................................\........\..........\.......\Test1.plg
............................................\........\..........\......2\datak2.h
............................................\........\..........\.......\kalman.c
............................................\........\..........\.......\kalman.dsp
............................................\........\..........\.......\kalman.dsw
............................................\........\..........\.......\kalman.ncb
............................................\........\..........\.......\kalman.opt
............................................\........\..........\.......\kalman.plg
............................................\........\..........\.......\kalman2.dsp
............................................\........\..........\.......\kalman2.dsw
............................................\........\..........\.......\kalman2.ncb
............................................\........\..........\.......\kalman2.opt
............................................\........\..........\.......\kalman2.plg
............................................\........\测试结果\1\Hfusiondikong\hADC3.txt
............................................\........\........\.\.............\hADC3.xls
............................................\........\........\.\.............\hALT3.txt
............................................\........\........\.\.............\hALT3.xls
............................................\........\........\.\.............\Hfusion0.c
............................................\........\........\.\.............\Hfusion0.dsp
............................................\........\........\.\.............\Hfusion0.dsw
............................................\........\........\.\.............\Hfusion0.h
............................................\........\........\.\.............\Hfusion0.ncb
............................................\........\........\.\.............\Hfusion0.opt
............................................\........\........\.\.............\Hfusion0.plg
............................................\........\........\.\.............\hKal.txt
............................................\........\........\.\.............\hKalbh.txt
............................................\........\........\.\.............\hKalh.txt
............................................\........\........\.\.............\hKalp.txt
............................................\........\........\.\.............\曲线\估计方差曲线.fig
............................................\........\........\.\.............\....\估计方差曲线.jpg
............................................\
............................................\........\..........\.......\kalman.c
............................................\........\..........\.......\kalman.dsp
............................................\........\..........\.......\kalman.dsw
............................................\........\..........\.......\kalman.ncb
............................................\........\..........\.......\kalman.opt
............................................\........\..........\.......\kalman.plg
............................................\........\..........\.......\test.c
............................................\........\..........\.......\test.dsp
............................................\........\..........\.......\test.dsw
............................................\........\..........\.......\test.ncb
............................................\........\..........\.......\test.opt
............................................\........\..........\.......\test.plg
............................................\........\..........\.......\Test1.dsp
............................................\........\..........\.......\Test1.dsw
............................................\........\..........\.......\Test1.ncb
............................................\........\..........\.......\Test1.opt
............................................\........\..........\.......\Test1.plg
............................................\........\..........\......2\datak2.h
............................................\........\..........\.......\kalman.c
............................................\........\..........\.......\kalman.dsp
............................................\........\..........\.......\kalman.dsw
............................................\........\..........\.......\kalman.ncb
............................................\........\..........\.......\kalman.opt
............................................\........\..........\.......\kalman.plg
............................................\........\..........\.......\kalman2.dsp
............................................\........\..........\.......\kalman2.dsw
............................................\........\..........\.......\kalman2.ncb
............................................\........\..........\.......\kalman2.opt
............................................\........\..........\.......\kalman2.plg
............................................\........\测试结果\1\Hfusiondikong\hADC3.txt
............................................\........\........\.\.............\hADC3.xls
............................................\........\........\.\.............\hALT3.txt
............................................\........\........\.\.............\hALT3.xls
............................................\........\........\.\.............\Hfusion0.c
............................................\........\........\.\.............\Hfusion0.dsp
............................................\........\........\.\.............\Hfusion0.dsw
............................................\........\........\.\.............\Hfusion0.h
............................................\........\........\.\.............\Hfusion0.ncb
............................................\........\........\.\.............\Hfusion0.opt
............................................\........\........\.\.............\Hfusion0.plg
............................................\........\........\.\.............\hKal.txt
............................................\........\........\.\.............\hKalbh.txt
............................................\........\........\.\.............\hKalh.txt
............................................\........\........\.\.............\hKalp.txt
............................................\........\........\.\.............\曲线\估计方差曲线.fig
............................................\........\........\.\.............\....\估计方差曲线.jpg
............................................\