homework-5-roeaHLL

c（q-1）=1，gpc算法，被控对象为开环不稳定费最小相位系统(c（q-1）=1，gpc，NoIden，Charged object charges for open-loop unstable minimum phase systems)

this code packet is heplful to your optimization studies. especially signal processing area.

针对模型中人为设定参数值的不合理性，对机动时间常数的倒数进行建模，提出新的模型，并给出相应的α-Jerk滤波算法。该模型在估计目标状态的同时，能够实时估计参数α的值。仿真结果表明α-Jerk模型比Jerk模型收敛速度更快，状态估计更精确。并与jerk算法进行了比较。(Artificially set for the model parameter values ​ ​ of the irrational nature of the reciprocal of the motor time constant modeling, and propose new models and the corresponding alpha-on Jerk filtering algorithm. The model to estimate the target state at the same time, real-time estimate of the value of the parameter α. The simulation results show that alpha-on Jerk model faster convergence than the Jerk model, state estimation more accurate. And jerk algorithm.)

This program computes the point locations where two curves intersect. The curves can be broken with NaNs or have vertical segments.

matlab新手上手速成 其中包括了软件安装 操作 以及初体验的几个MATLAB ，可以帮助小白迅速摆脱只把matlab当作高级计算器的观念(Matlab novice to use express including several MATLAB software installation and operation experience and early, can help the mice rapidly from only the MATLAB as advanced calculator concept)

matlab工具箱的详细介绍，利于读者快速学习和掌握，灵活方便的编写程序(matlab toolbox detailed introduction, which will help readers gain a quick study and master, flexible programming)

<统计智能信号处理>一书的matlab源程序，主要是一些matlab软件中没有的信号处理函数。(<Statistics Intelligent Signal Processing> matlab source book one, mainly matlab software is not the signal processing function.)

说明：  时域同步平均算法，可以同来进行信号降噪，梳形降噪效果很好(The time-domain synchronous average algorithm can reduce the signal noise at the same time, and the comb shaped noise reduction effect is very good)

OFDM —— OFDM(Orthogonal Frequency Division Multiplexing)即正交频分复用技术仿真。(OFDM- OFDM (Orthogonal Frequency Division Multiplexing) that is orthogonal frequency division multiplexing simulation.)

main executing reference usage: executeMain.m -------------------------------------------------------------------------------- The geometrical interpretation of the 1-D DFT may have been seldom seen or introduced. The utility demonstrates the visualization of the phenomenon. * Caveat: - Help section yet to be included. - For educational reference only. You may also wish to visit Professor Grigoryan s weblink at: http://bit.ly/ProfessorArtyomGrigoryan