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小波包分解&小波包能量熵算例

于 2021-04-12 发布

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下载积分: 1 下载次数: 51

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说明：关于小波包分解和小波包能量熵的算例，可直接运行。(Examples of wavelet packet decomposition and wavelet packet energy entropy.)

文件列表：

小波包分解&小波包能量熵算例\107.mat, 2931672 , 2000-01-31
小波包分解&小波包能量熵算例\211.mat, 2924712 , 2000-01-31
小波包分解&小波包能量熵算例\powerspectrum.asv, 435 , 2015-04-08
小波包分解&小波包能量熵算例\powerspectrum.m, 413 , 2015-04-08
小波包分解&小波包能量熵算例\readme.txt, 15 , 2017-09-17
小波包分解&小波包能量熵算例\WAVELET.asv, 622 , 2015-04-08
小波包分解&小波包能量熵算例\WAVELET.m, 678 , 2015-04-09
小波包分解&小波包能量熵算例\waveletentropy.asv, 851 , 2017-04-10
小波包分解&小波包能量熵算例\waveletentropy.m, 848 , 2017-04-10
小波包分解&小波包能量熵算例, 0 , 2019-06-19

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Tactically maneuvering targets are difficult to track since acceleration cannot be observed directly and the accelerations are induced by human control or an autonomous guidance system therefore they are not subject to deterministic models. A common tracking system is the two-state Kalman Filter with a Singer maneuver model where the second order statistics of acceleration is the same as a first order Markov process. The Singer model assumes a uniform probability distribution on the target s acceleration which is independent of the x and y direction. In practice, it is expected that targets have constant forward speed and an acceleration vector normal to the velocity vector, a condition not present in the Singer model. This paper extends the work of Singer by presenting a maneuver model which assumes constant forward speed and a probability distribution on the targets turn-rate

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获取本机ip，mac地址和时间，依次转换成16进制字符串，并连接到一起，返回的字符串可以作为数据库编程创建数据表的主键ID....
获取本机ip，mac地址和时间，依次转换成16进制字符串，并连接到一起，返回的字符串可以作为数据库编程创建数据表的主键ID.-Access to the local ip, mac address and time, followed by 16 to convert hexadecimal string, and connect together, the return of the string can be used as a database programmer to create data table primary key ID.

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