2013102244548001

所属分类:matlab编程
开发工具:matlab
文件大小:25KB
下载次数:4
上传日期:2013-11-24 23:17:21
上 传 者1115342
说明:  二维骨架仿真,使用matlab实现一个二维骨架效果的仿真。
(Two-dimensional frame simulation, the use of matlab realize the simulation of a two-dimensional frame effect.)

文件列表:
example.png (10398, 2013-09-16)
Graph2Skel3D.m (384, 2013-09-16)
pk_follow_link.m (810, 2013-09-16)
pk_get_nh.m (405, 2013-02-05)
pk_get_nh_idx.m (382, 2013-02-05)
skel.mat (11012, 2013-09-06)
Skel2Graph3D.m (5184, 2013-09-16)
Test_Skel2Graph3D.m (1524, 2013-09-16)
www.hslogic.com.txt (138, 2013-03-09)

Skel2Graph3D: calculate the network graph of a 3D skeleton This function converts a 3D binary voxel skeleton into a network graph described by nodes and edges. The input is a 3D binary image containing a one-dimensional voxel skeleton, generated e.g. using the "Skeleton3D" thinning function available on MFEX. The output is the adjacency matrix of the graph, and the nodes and links of the network as MATLAB structure. Usage: [A,node,link] = Skel2Graph(skel,THR), where "skel" is the input 3D binary image, A is the adjacency matrix, and node/link are the structures describing node and link properties. The only parameter "THR" is a threshold for the minimum length of branches (edges that do not end at another node), to filter out skeletonization artifacts. A second function, "Graph2Skel3D.m", converts the network graph back into a cleaned-up voxel skeleton image. An example of how to use these functions is given in the script "Test_Skel2Graph3D.m", including a test image. In this example, it is also demonstrated how to iteratively combine both conversion functions in order to obtain a completely cleaned skeleton graph. Any comments, corrections or suggestions are highly welcome. If you include this in your own work, please cite our original publicaton [1]. Philip Kollmannsberger 09/2013 philipk@gmx.net [1] Kerschnitzki, Kollmannsberger et al., "Architecture of the osteocyte network correlates with bone material quality." Journal of Bone and Mineral Research, 28(8):1837-1845, 2013.

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