搜索资源列表
fbp
- ct 平行束滤波反投影重建算法matlab 分为创建原始图像 投影 滤波重建三个文件-matlab fbp reconstruction algorithm which can be used for CT image reconstruction
FBP
- FBP算法,用于CT图像的重建,代码详细易懂,比较丰富。-FBP algorithm
fbp
- 利用matlat解决CT成像效率问题FBP算法-matlab CT fbp algorithm
FBP
- N年前上数字图像课时写的实验报告和程序,用滤波反投影(Filter Back Project,FBP)法重建图像。-Report and source code for data image restore experiment, using FBP.
FBP
- 用matlab实现医学图像的FBP算法重构,这是基础的CT图像重构算法-Medical images using matlab FBP reconstruction algorithm, which is the basis of CT image reconstruction algorithm
FBP
- 通过对投影数据进行滤波反投影从而得到图像的FBP算法,设置的滤波器可以自行更改为其他的-Through the projection data is filtered back-projection algorithm to obtain an image of the FBP, the filter settings can be changed to other self-
CBCT_FDK_MLEM
- 这是关于一个三维的MLEM和三维FBP重建的CBCT程序
FBP
- FBP 滤波反投影 自动读取Shepp-Logan头像,并用FBP进行重建对比。亲测可用-The filtered back projection algorithm code
FBP
- CT成像FBP算法 c编程,自己写的,基于光线的平行束滤波反投影。-CT imaging FBP algorithm C programming
FBP重建算法
- 基于C语言编程的C语言投影,滤波反投影重建算法,从外界加载的图片。
FBP
- CT重建算法中解析算法FBP的代码,分为三个文件,分别为主文件fbp和辅助文件。-FBP algorithm code in CT image reconstruction
FBP-with-fourier-slice-theorem-(2)
- FBP with fourier slice theorem
FBP
- 这是一个滤波反投影算法(FBP),用matlab编写,直接运行即可-filtered back projection
alt_fbp
- fbp的简单matlab代码,就是这样子的。(Fbp's simple MATLAB code, is this son.)
FBP
- FBP算法,带滤波器自己编的,大家可以拿来用用处理噪声(FBP algorithm, with their own series of filters, we can use it to deal with noise)
FBP
- 平行束滤波反投影算法的实现和几种常用滤波器的实现。(The implementation of parallel beam filter backprojection algorithm and the implementation of several common filters.)
60142
- FBP PROGRAM FOR TOMOGRAPHY COMPUTER
fbp-
- 手动求投影,(手动实现radon的等价效果) 滤波反投影,即fft=>滤波=>ifft=>反投影(fft, filter, ifft, inverse filter)
FBP
- 基于理想卷积反投影重建算法理论,推导出相应校正偏离的卷积反投影算法。对图像进行重建。(Based on the theory of ideal convolution back projection reconstruction algorithm, a convolution back projection algorithm for correcting deviation is derived. The image is reconstructed.)
theta
- matlab提供大量函数,可以方便的完成fbp算法(MATLAB provides a great number of functions, which enables us to complete FBP successfully.)