# matlabTools **Repository Path**: xjtu_stei/matlab-tools ## Basic Information - **Project Name**: matlabTools - **Description**: MATLAB 脚本, 函数, 可视化 - **Primary Language**: Matlab - **License**: Apache-2.0 - **Default Branch**: master - **Homepage**: None - **GVP Project**: No ## Statistics - **Stars**: 6 - **Forks**: 0 - **Created**: 2021-02-02 - **Last Updated**: 2022-04-06 ## Categories & Tags **Categories**: Uncategorized **Tags**: None ## README # matlabTools ## 介绍 由 adq 撰写的若干 MATLAB 脚本, 函数. 包括一些数学建模算法的应用, 可视化, 和实用的脚本. 欢迎 Star / Issue. ## 使用说明 将工程克隆/下载至本地, 放置在 MATLAB 能够识别的目录下即可运行. 在命令行窗口输入 pathtool 即可查看、编辑路径. 或在 matlab 中将地址栏手动定位到工程根目录. ## 目录 **脚本**是指一系列MATLAB指令的合集, 不接受参数. 通常是一些算法的完整应用, 包括可视化效果. 命名采用前缀+大驼峰法, 如 TS_GreyModel.m 和 KMeans.m. **函数**是指封装的MATLAB指令, 可以接收参数. 通常是一套常用功能的组合, 用于实现一项功能. 命名中使用小写单词, 下划线 '\_' 分隔. 程序的功能和更新说明包含在文件内. ./Material 文件夹内存放 ImagePlayground.m 的素材. ./ScriptPublish 文件夹内有部分脚本的 HTML 发布, 更为友好. ### 工具函数 #### gredge.m ``` lim = gredge(length, method, params) ``` 阶跃边沿的缓变包络. Gradual Rising EDGE 在一个长度为length的1向量基础上, 上升沿从0连续升至1. 可以作为一个函数的包络, 令其在边沿强制过零, 避免相位不连续. 在音频合成中用于处理信号边缘, 减弱吉布斯现象("爆破"). #### harmonics.m ``` y = harmonics(frequencies, amplitudes, phases, timeVect) ``` 以若干个任意频率、振幅、初始相位形成正弦分量并叠加输出. 要求输入的参数均为等长的行向量. 不做参数检查. #### scatter2img.m ``` img = scatter2img(xVect, yVect, xRes, yRes) ``` 将若干个平面内的点描绘在位图上. 对于有较多点数的情况, 此方法比对每个点 plot 形成矢量图的效率高. #### spectrum_fft.m spectrum_fft_core.m 得到输入信号的幅频特性. 建议使用内建的 pspectrum(y, Fs, 'power'). spectrum_fft 使用了 MATLAB inputParser 进行参数验证和解析, 而 \_core 只有基础的 fft 功能. #### movfun.m ``` A = movfun(func, x, n_slide, n_overlap, zPadding, zpAlign) ``` 将一维数组 x 划分出滑窗后分别应用函数, 结果拼接至输出. 可以指定滑窗的元素个数, 相邻滑窗可以指定重叠; 支持补 0 和左/右对齐. 适用于 STFT, 平滑滤波, 时域滤波算法实验等. ### 脚本 #### ChaoticAndFractal.m 混沌和分形. 也可参考 ./CFiles/Fractal.html 中使用 Javascript 和 HTML 的实现. #### DSP_Audio.m 数字信号处理对(一维)音频信号的应用. #### DSP_Image.m 数字信号处理对(二维)图像信号的应用. 使用 MATLAB 简单处理图像. 查看 RGB HSV 等色彩空间下的分量. 水印. 边缘匹配. #### KMeans.m MATLAB内建 kmeans 聚类函数的应用. 生成R2上的数据集, 聚类后可视化. 可视化方法参考了 kmeans 函数的文档. #### misc.m 如其名 (MISCellaneous), 包含一些杂乱的内容. 代码规范, 性能提升, 常用代码片段, ... 所有有待分类的内容都可以放在此处, 但并不推荐. #### MotionSim.m 运动学仿真. MATLAB 应用程序的实例. 使用 MATLAB 创建交互窗口, 控制动态仿真并绘制动态图像. #### NumbersVisualized.m 数学常数可视化. 包含读取数据文件的操作示例. #### ProbabilityWithMonteCarlo.m MATLAB 随机数功能的应用. 包括一个使用蒙特卡洛法估算圆周率的实例, rand, randi, randn 等的实用例子. 早期作品. #### SignalAnalyzer.m 信号的时频分析. #### SignalGenerator.m 测试信号发生. 主要为 SignalAnalyzer.m 生成测试例. #### Sim_DogChaseFox.m 使用固定时间步进的运动学仿真和可视化. 狗追狐狸, 给出了三种狐狸运动的模式. #### Sim_TetraChase.m 类似 DogChaseFox, 更多的动态可视化方法示例. #### Sim_Pendulum.m 对摆进行仿真. 研究扰动对摆运行周期的影响. 使用微分方程, 机理建模, 数值求解. #### Sim_Elastic.m 弹性体/弹性介质/弹性系统仿真, 使用有限差分法. #### TimeSeriesModel.m 时间序列模型的目录. 暂时只实现了简单滑窗平均法的预测. #### TS_AdaptiveFilter.m 自适应滤波法用于时间序列预测. #### TS_GrayModel.m 使用GM(1,1)模型的时间序列预测. #### TOPSIS.m 基于 TOPSIS 方法, 对多指标数据条目评估, 排序的实例. #### VCA.m 复映射动态可视化. 内含多种建立动态图形的教程和例子. 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## 兼容性 部分脚本最初在 2015b 运行, 后迁移至 2020a. 如无特殊说明, 它们均能在20a版本上正常运行. 一些常见的兼容性变更包括: 1. 用点访问对象属性 例如, f是figure对象, 那么在 2014b 及以后的版本可以这样: f.XData = someData1; f.YData = someData2; 而之前的版本需要这样: set(f, 'XData', someData1); set(f, 'YData', someData2); 2. 脚本中的本地函数 2015b 不支持在脚本中定义本地函数,脚本中只能定义并使用匿名函数句柄。对于匿名函数无法实现的功能,必须另外建立函数文件实现。 2016b 开始,支持上述用法。 3. 图形交互界面 旧的图形化脚本/函数使用GUIDE绘制, 即形如: f = figure('Visible', 'off'); f.Name = '图形化窗口'; f.Units = 'normalized'; f.Location = [.5 .5 .4 .3]; ... h_reset = uicontrol('Style','Pushbutton','String','RESET',... 'Units','normalized', 'Position',[0,0,buttonWidth,buttonHeight],... 'Callback',@reset_btn_Callback, 'Interruptible','off'); ... f.Visible = 'on'; 注意上面手动控制了交互控件的生成, 人工指定控件的颜色、位置、尺寸等参数. 这完全是不必要的劳动. MATLAB 2016b 引入了 App Designer, 可以用 Visual Basic / Visual C# 或类似的方法进行开发.