GUI界面实现RD算法

  • julista
    了解作者
  • matlab
    开发工具
  • 723KB
    文件大小
  • zip
    文件格式
  • 0
    收藏次数
  • 5 积分
    下载积分
  • 0
    下载次数
  • 2022-05-25 21:19
    上传日期
通过MATLAB的GUI界面实现SAR的RD成像
RD_GUI.zip
  • RD_GUI
  • iftx.m
    102B
  • plane_target_output.bmp
    1.1MB
  • scatterers - 副本.txt
    108.1KB
  • zp_ifty.m
    311B
  • SAR_indicators_calculating.m
    919B
  • fty.m
    99B
  • 面目标界面.png
    183.4KB
  • main.m
    18.3KB
  • azimuth_compression.m
    383B
  • scatterers_parameters_reading.m
    713B
  • input_parameters_bak.txt
    748B
  • input_parameters.txt
    699B
  • river.bmp
    7.3KB
  • ftx.m
    97B
  • plane_target_txt_generating.m
    1.2KB
  • SAR_echo_generation.m
    1.1KB
  • SAR_RD_imaging.m
    99B
  • range_migration_correction.m
    1.5KB
  • data_buffer_calculated_parameters_init.m
    3.9KB
  • zhou.bmp
    1.3KB
  • range_compression.m
    401B
  • main.fig
    179.2KB
  • 点目标界面.png
    191.1KB
  • data_buffer.mat
    133KB
  • ifty.m
    103B
  • init.m
    116B
  • constant_parameters.txt
    442B
  • scatterers_bak.txt
    9B
  • data_buffer_input_parameters_writting.m
    4.7KB
  • test.m
    164B
  • start_button_pressed.m
    645B
  • zp_iftx.m
    306B
  • data_buffer_input_and_constant_parameters_init.m
    3.2KB
  • result_displaying.m
    3.8KB
  • scatterers.txt
    108.1KB
内容介绍
-11.625,-133.3333,255 -11.625,-129.1667,64 -11.625,-125,86 -11.625,-120.8333,86 -11.625,-116.6667,59 -11.625,-112.5,86 -11.625,-108.3333,86 -11.625,-104.1667,86 -11.625,-100,87 -11.625,-95.8333,86 -11.625,-91.6667,86 -11.625,-87.5,59 -11.625,-83.3333,86 -11.625,-79.1667,55 -11.625,-75,82 -11.625,-70.8333,87 -11.625,-66.6667,59 -11.625,-62.5,63 -11.625,-58.3333,63 -11.625,-54.1667,86 -11.625,-50,87 -11.625,-45.8333,86 -11.625,-41.6667,86 -11.625,-37.5,92 -11.625,-33.3333,64 -11.625,-29.1667,64 -11.625,-25,58 -11.625,-20.8333,86 -11.625,-16.6667,87 -11.625,-12.5,64 -11.625,-8.3333,55 -11.625,-4.1667,59 -11.625,0,86 -11.625,4.1667,59 -11.625,8.3333,59 -11.625,12.5,59 -11.625,16.6667,58 -11.625,20.8333,58 -11.625,25,58 -11.625,29.1667,59 -11.625,33.3333,59 -11.625,37.5,32 -11.625,41.6667,55 -11.625,45.8333,55 -11.625,50,55 -11.625,54.1667,86 -11.625,58.3333,86 -11.625,62.5,86 -11.625,66.6667,82 -11.625,70.8333,82 -11.625,75,58 -11.625,79.1667,82 -11.625,83.3333,59 -11.625,87.5,86 -11.625,91.6667,59 -11.625,95.8333,59 -11.625,100,32 -11.625,104.1667,52 -11.625,108.3333,55 -11.625,112.5,55 -11.625,116.6667,52 -11.625,120.8333,32 -11.625,125,32 -11.625,129.1667,52 -11.625,133.3333,32 -11.375,-133.3333,255 -11.375,-129.1667,86 -11.375,-125,86 -11.375,-120.8333,86 -11.375,-116.6667,86 -11.375,-112.5,86 -11.375,-108.3333,86 -11.375,-104.1667,86 -11.375,-100,93 -11.375,-95.8333,86 -11.375,-91.6667,87 -11.375,-87.5,86 -11.375,-83.3333,86 -11.375,-79.1667,86 -11.375,-75,86 -11.375,-70.8333,86 -11.375,-66.6667,87 -11.375,-62.5,87 -11.375,-58.3333,86 -11.375,-54.1667,93 -11.375,-50,118 -11.375,-45.8333,86 -11.375,-41.6667,92 -11.375,-37.5,87 -11.375,-33.3333,87 -11.375,-29.1667,86 -11.375,-25,86 -11.375,-20.8333,86 -11.375,-16.6667,119 -11.375,-12.5,86 -11.375,-8.3333,59 -11.375,-4.1667,32 -11.375,0,59 -11.375,4.1667,64 -11.375,8.3333,59 -11.375,12.5,59 -11.375,16.6667,59 -11.375,20.8333,59 -11.375,25,59 -11.375,29.1667,86 -11.375,33.3333,87 -11.375,37.5,55 -11.375,41.6667,59 -11.375,45.8333,86 -11.375,50,87 -11.375,54.1667,86 -11.375,58.3333,86 -11.375,62.5,86 -11.375,66.6667,82 -11.375,70.8333,58 -11.375,75,59 -11.375,79.1667,58 -11.375,83.3333,87 -11.375,87.5,55 -11.375,91.6667,32 -11.375,95.8333,32 -11.375,100,55 -11.375,104.1667,58 -11.375,108.3333,58 -11.375,112.5,59 -11.375,116.6667,59 -11.375,120.8333,55 -11.375,125,59 -11.375,129.1667,55 -11.375,133.3333,55 -11.125,-133.3333,255 -11.125,-129.1667,93 -11.125,-125,87 -11.125,-120.8333,86 -11.125,-116.6667,86 -11.125,-112.5,87 -11.125,-108.3333,86 -11.125,-104.1667,86 -11.125,-100,87 -11.125,-95.8333,86 -11.125,-91.6667,119 -11.125,-87.5,86 -11.125,-83.3333,86 -11.125,-79.1667,86 -11.125,-75,87 -11.125,-70.8333,119 -11.125,-66.6667,113 -11.125,-62.5,86 -11.125,-58.3333,86 -11.125,-54.1667,86 -11.125,-50,86 -11.125,-45.8333,86 -11.125,-41.6667,86 -11.125,-37.5,86 -11.125,-33.3333,93 -11.125,-29.1667,93 -11.125,-25,86 -11.125,-20.8333,86 -11.125,-16.6667,87 -11.125,-12.5,93 -11.125,-8.3333,86 -11.125,-4.1667,87 -11.125,0,58 -11.125,4.1667,64 -11.125,8.3333,55 -11.125,12.5,58 -11.125,16.6667,64 -11.125,20.8333,87 -11.125,25,87 -11.125,29.1667,86 -11.125,33.3333,86 -11.125,37.5,86 -11.125,41.6667,86 -11.125,45.8333,86 -11.125,50,86 -11.125,54.1667,87 -11.125,58.3333,87 -11.125,62.5,86 -11.125,66.6667,86 -11.125,70.8333,58 -11.125,75,59 -11.125,79.1667,55 -11.125,83.3333,59 -11.125,87.5,59 -11.125,91.6667,55 -11.125,95.8333,58 -11.125,100,86 -11.125,104.1667,82 -11.125,108.3333,55 -11.125,112.5,55 -11.125,116.6667,55 -11.125,120.8333,59 -11.125,125,59 -11.125,129.1667,59 -11.125,133.3333,55 -10.875,-133.3333,255 -10.875,-129.1667,36 -10.875,-125,55 -10.875,-120.8333,64 -10.875,-116.6667,87 -10.875,-112.5,86 -10.875,-108.3333,86 -10.875,-104.1667,86 -10.875,-100,92 -10.875,-95.8333,93 -10.875,-91.6667,92 -10.875,-87.5,93 -10.875,-83.3333,93 -10.875,-79.1667,92 -10.875,-75,86 -10.875,-70.8333,93 -10.875,-66.6667,86 -10.875,-62.5,87 -10.875,-58.3333,86 -10.875,-54.1667,86 -10.875,-50,119 -10.875,-45.8333,92 -10.875,-41.6667,92 -10.875,-37.5,86 -10.875,-33.3333,93 -10.875,-29.1667,87 -10.875,-25,92 -10.875,-20.8333,86 -10.875,-16.6667,92 -10.875,-12.5,86 -10.875,-8.3333,93 -10.875,-4.1667,86 -10.875,0,93 -10.875,4.1667,92 -10.875,8.3333,92 -10.875,12.5,119 -10.875,16.6667,86 -10.875,20.8333,86 -10.875,25,93 -10.875,29.1667,87 -10.875,33.3333,119 -10.875,37.5,118 -10.875,41.6667,86 -10.875,45.8333,119 -10.875,50,86 -10.875,54.1667,86 -10.875,58.3333,86 -10.875,62.5,86 -10.875,66.6667,86 -10.875,70.8333,87 -10.875,75,86 -10.875,79.1667,86 -10.875,83.3333,86 -10.875,87.5,82 -10.875,91.6667,59 -10.875,95.8333,59 -10.875,100,58 -10.875,104.1667,55 -10.875,108.3333,55 -10.875,112.5,55 -10.875,116.6667,59 -10.875,120.8333,55 -10.875,125,59 -10.875,129.1667,55 -10.875,133.3333,55 -10.625,-133.3333,255 -10.625,-129.1667,118 -10.625,-125,93 -10.625,-120.8333,86 -10.625,-116.6667,86 -10.625,-112.5,92 -10.625,-108.3333,54 -10.625,-104.1667,86 -10.625,-100,64 -10.625,-95.8333,36 -10.625,-91.6667,36 -10.625,-87.5,86 -10.625,-83.3333,64 -10.625,-79.1667,64 -10.625,-75,87 -10.625,-70.8333,86 -10.625,-66.6667,93 -10.625,-62.5,93 -10.625,-58.3333,93 -10.625,-54.1667,93 -10.625,-50,86 -10.625,-45.8333,92 -10.625,-41.6667,87 -10.625,-37.5,86 -10.625,-33.3333,86 -10.625,-29.1667,86 -10.625,-25,86 -10.625,-20.8333,93 -10.625,-16.6667,86 -10.625,-12.5,92 -10.625,-8.3333,118 -10.625,-4.1667,118 -10.625,0,119 -10.625,4.1667,119 -10.625,8.3333,92 -10.625,12.5,119 -10.625,16.6667,93 -10.625,20.8333,86 -10.625,25,86 -10.625,29.1667,86 -10.625,33.3333,87 -10.625,37.5,86 -10.625,41.6667,86 -10.625,45.8333,87 -10.625,50,87 -10.625,54.1667,86 -10.625,58.3333,86 -10.625,62.5,87 -10.625,66.6667,86 -10.625,70.8333,86 -10.625,75,86 -10.625,79.1667,86 -10.625,83.3333,55 -10.625,87.5,59 -10.625,91.6667,58 -10.625,95.8333,55 -10.625,100,55 -10.625,104.1667,59 -10.625,108.3333,59 -10.625,112.5,86 -10.625,116.6667,55 -10.625,120.8333,59 -10.625,125,55 -10.625,129.1667,55 -10.625,133.3333,55 -10.375,-133.3333,250 -10.375,-129.1667,60 -10.375,-125,87 -10.375,-120.8333,86 -10.375,-116.6667,63 -10.375,-112.5,55 -10.375,-108.3333,86 -10.375,-104.1667,86 -10.375,-100,119 -10.375,-95.8333,119 -10.375,-91.6667,93 -10.375,-87.5,86 -10.375,-83.3333,60 -10.375,-79.1667,64 -10.375,-75,86 -10.375,-70.8333,55 -10.375,-66.6667,64 -10.375,-62.5,64 -10.375,-58.3333,86 -10.375,-54.1667,93 -10.375,-50,93 -10.375,-45.8333,93 -10.375,-41.6667,92 -10.375,-37.5,93 -10.375,-33.3333,92 -10.375,-29.1667,92 -10.375,-25,92 -10.375,-20.8333,92 -10.375,-16.6667,93 -10.375,-12.5,87 -10.375,-8.3333,86 -10.375,-4.1667,86 -10.375,0,61 -10.375,4.1667,86 -10.375,8.3333,86 -10.375,12.5,87 -10.375,16.6667,86 -10.375,20.8333,86 -10.375,25,86 -10.375,29.1667,86 -10.375,33.3333,86 -10.375,37.5,86 -10.375,41.6667,86 -10.375,45.8333,87 -10.375,50,86 -10.375,54.1667,86 -10.375,58.3333,86 -10.375,62.5,86 -10.375,66.6667,86 -10.375,70.8333,55 -10.375,75,86 -10.375,79.1667,86 -10.375,83.3333,86 -10.375,87.5,86 -10.375,91.6667,86 -10.375,95.8333,86 -10.375,100,86 -10.375,104.1667,86 -10.375,108.3333,86 -10.375,112.5,87 -10.375,116.6667,86 -10.375,120.8333,55 -10.375,125,55 -10.375,129.1667,60 -10.375,133.3333,55 -10.125,-133.3333,255 -10.125,-129.1667,64 -10.125,-125,86 -10.125,-120.8333,86 -10.125,-116.6667,60 -10.125,-112.5,63 -10.125,-108.3333,55 -10.125,-104.1667,55 -10.125,-100,55 -10.125,-95.8333,119 -10.125,-91.6667,93 -10.125,-87.5,61 -10.125,-83.3333,36 -10.125,-79.1667,61 -10.125,-75,93 -10.125,-70.8333,86 -10.125,-66.6667,55 -10.125,-62.5,61 -10.125,-58.3333,55 -10.125,-54.1667,64 -10.125,-5
评论
    相关推荐
    • Matlab合集
      冈萨雷斯数字图像处理MATLAB版.中文版+数字图像处理第二版中文版(冈萨雷斯)+MATLAB-R2014a完全自学一本通+MATLAB R2016a完全自学一本通 素材文件+[模式识别与智能计算:MATLAB技术实现(第2版)].杨淑莹.扫描版
    • MATLAB教程
      MATLAB教程MATLAB教程MATLAB教程MATLAB教程MATLAB教程MATLAB教程
    • MATLAB
      MATLAB 该项目是在matlab上完成的,涉及创建和移动宇宙飞船和机器人。 太空飞船和机器人是使用Matlab中的简单几何形状创建的,并通过连续变换矩阵进行移动。 这个项目教我如何使用变换矩阵(旋转,平移等)的概念...
    • MATLAB基础
      一本学习matlab的一本好书
    • MATLAB编译器
      基于MATLAB 2018b版本介绍MATLAB编译器。介绍如何利用编译器将MATLAB代码编译为独立应用程序或组件,并在没有安装MATLAB的计算机上进行部署。
    • matlabruntime
      通过奇点容器运行您的matlab项目 可以在没有MATLAB的容器中运行matlab代码。 为此,我们首先需要通过Matlab编译器在本地构建相应的Matlab代码的独立应用程序,然后使用具有Matlab运行时( 的容器)运行该应用程序 )...
    • matlab实现
      matlab实现 matlab实现matlab实现matlab实现matlab实现
    • matlab 教程
      matlab 信号处理资料,里面包含信号处理pdf文档,一些杂乱的程序和命令等
    • matlab教程
      matlab教程,PPT格式,包含 matlab基本知识、matlab入门、matlab作图、线性规划、无约束优化、非线性规划、统计工具箱、差值、微分方程等多项知识点,并且每个知识点独立成为PPT,内还含有matlab信号处理详解等文档...
    • matlab简介
      1.MATLAB 开发环境 1.1 MATLAB 的视窗环境 进入MATLAB之后,会看到一个视窗MATLAB Command Window称为指令视窗,它是你键入指令的地方同时 MATLAB也将计算结果显示在此。 1.2 简易计算 我们先从MATLAB的...