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150hzand500hz
基于fxlms算法的matlab代码
主动噪声控制技术(Based fxlms algorithm matlab code
Active Noise Control Technology)
- 2020-07-03 20:20:02下载
- 积分:1
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CCC
开关磁阻电机斩波控制的simulink模型(current chopping control for switched reluctance drive)
- 2021-04-04 13:39:04下载
- 积分:1
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odometry
实现用里程计简单定位,分为直线和曲线定位。(To odometer simple positioning, and is divided into straight lines and curves)
- 2012-05-09 17:05:31下载
- 积分:1
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CuckooOptimizationAlgorithm
布谷鸟算法,便于大家的方便和学习。levy飞行的。(Cuckoo algorithm)
- 2015-01-21 10:35:54下载
- 积分:1
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matlab-005
介绍了MATLAB工程应用中常用命令,全面且易懂。(Introduce the common orders of Matlab, which is easy to understand and colorful)
- 2012-11-30 13:02:54下载
- 积分:1
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Grey-Model-master
说明: 基于灰色模型做的电力负荷预测,代码可运行(Grey model for load forecasting)
- 2021-01-01 16:28:57下载
- 积分:1
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Hormonicsgeneration
harmunic generation in power system in matlab simulink
- 2013-09-08 15:25:46下载
- 积分:1
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zhende
求积分,接触力,在密封中,如果端面膜厚过小,可以用这个程序来计算接触力(force in seal,if contact force is considered,this progrom can count the contact force.)
- 2011-12-12 22:46:37下载
- 积分:1
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Fractional_Delay_FIR
功能描述: 小数延迟FIR滤波器,对参考阵元信号signal_ref进行
length(tau) M次延迟,分别得到M个阵元的采样信号
关键问题: 若τ 1.2Ts,则Delay(i) 2,tau_valid(i) 0.2Ts
若τ 0.6Ts,则Delay(i) 1,tau_valid(i) -0.4Ts
当tau_valid(i)>0或<0时,从卷积后的数据y_FIR_delay中取值启示位置不同
函数能够实现输入任意延时tau,输出信号波形与理想波形之间误差很小。( Description: fractional delay FIR filter array element of a reference signal signal_ref performed length (tau) M delay times, respectively, to obtain a sample signal array element M key question: if τ 1.2Ts, then Delay (i ) 2, tau_valid (i) 0.2Ts if τ 0.6Ts, then Delay (i) 1, tau_valid (i) - 0.4Ts when tau_valid (i)> 0 or < 0, the volume data y_FIR_delay product after the Enlightenment values at different positions function can be realized enter any delay error between tau, the output signal waveform and the ideal waveform is small.)
- 2016-08-12 10:32:27下载
- 积分:1
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functionz1
说明: 寻找三次样条多项式需要求解大量的线性方程。实际上,给定N个断点,就要寻找N-1个三次多项式,每个多项式有4个未知系数。这样,所求解的方程组包含有4*(N-1)个未知数。把每个三次多项式列成特殊形式,并且运用各种约束,通过求解N个具有N个未知系数的方程组,就能确定三次多项式。
(find cubic spline solving polynomial need a lot of linear equations. In fact, given N breakpoints, it is necessary to look for N-1 cubic polynomial, each with four polynomial coefficients unknown. Thus, by solving the equations contain 4* (N-1) unknown. Each cubic polynomial Timing special form, and use of various constraints, by solving N with N unknown coefficient equations, we can identify three polynomial.)
- 2006-03-15 21:22:27下载
- 积分:1