MIEEPB

说明：  采用matlab编写，基于OPTA细化算法，适合入门级新手用，希望对大家有用(Using matlab to prepare, based on OPTA thinning algorithm, suitable for entry-level novice, and I hope useful for all of us)

说明：  matlab谱分析实例，即通过matlab仿真信号的频谱过程。(spectral analysis matlab example, matlab simulation of signal through the course of the spectrum.)

matlab编写的频域分解法程序，可以在此基础上进行改进.(matlab prepared frequency domain decomposition procedures can be improved on this basis.)

基于FDTD的一维点源分布远远场场分布，程序简单，易于阅读和使用，适合初学者。 (您是不是要找： 基于FDTD的一维点源分布远远场分布,程序简单,易于阅读和使用,适合初学者。 允许输入拉丁字符的拼音请键入文字或网站地址，或者上传文档。 取消 Jīyú FDTD de yī wéi diǎn yuán fēnbù yuǎn yuǎn chǎng chǎng fēnbù, chéngxù jiǎndān, yìyú yuèdú hé shǐyòng, shìhé chū xuézhě.将中文译成英语 中文(简体)英语日语FDTD-based one-dimensional distribution of far field point source field distribution, the program is simple, easy to read and use, suitable for beginners.)

target image program in zip file

用modelica语言编写完成的数据采集电路的模型，可以用来在openmodelica软件中仿真(Complete with modelica language data acquisition circuit model that can be used in openmodelica simulation software)

时变通信系统的仿真，使两个例子的代码其所选信道为全同获平信道(Time-varying communication system simulation, so that two examples of the code of its selected channel with the agreed level for the whole channel)

matlab2010开发环境，实现高斯金字塔，修改图片地址即可，测试成功，代码注释详细(matlab2010 development environment to achieve the Gaussian pyramid, modify the picture address test is successful, the code comments in detail)

正交信号校正法主要用于近红外光谱矩阵的预处理。其原理是将光谱阵与全氮含量阵正交,滤除光谱与因变量Y阵无关的信号,再建立定量校正模型,达到简化模型及提高模型预测能力的目的。(Orthogonal Signal Correction(OSC) removes variance in the X-block which is orthogonal to the Y-block. Such variance is identified as some number of factors (described as components) of the X-block which have been made orthogonal to the Y-block. When applying this preprocessing to new data, the same directions are removed from the new data prior to applying the model.)

圆度误差计算，国际上常用的有4种方法：最小二乘圆(LSC)方法；最大内切圆(MIC)方法；最小外接圆(MCC)方法和最小区域圆(MZC)方法。 (On the roundness error of calculation, the international commonly used there are four methods: least square circle method (LSC) The maximum inscribed circle (MIC) method Minimum inscribed circle (MCC) method and minimum zone circles (MZC) method.)