基于 Kinect三维重建的毕业论文.pdf

基于 Kinect三维重建的毕业论文.pdf

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时间:2017-04-27

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1、学士学位论文基于Kinect三维重建的纹理贴图姓名:方清院系:计算与应用数学系学号:PB11001095导师:刘利刚教授完成时间:二〇一五年五月UniversityofScienceandTechnologyofChinaAdissertationforbachelor’sdegreeTexture-Mappingbasedon3D-ReconstructionbyKinectAuthor:QingFangDepartment:SchoolofMathematicalScienceStudentID:PB11001095Supervisor:Prof.LigangLiuFinishedT

2、ime:May,2015中国科学技术大学学士学位论文致谢在经过紧张的两三个月后,我的毕业设计圆满的完成。在这段时间里,感谢导师在我选题上的无私帮助,在我遇到困难时耐心的交流指引。同时,也感谢杨红庄和王士玮两位学长对我的毕设提供了很大的帮助:在毕设改进的想法中两位师兄给予了我很多建议,在代码coding上的指引也使我的代码水平有了很大的提高,使我最后的程序实验有了很好的结果。由于毕业设计的时间和个人水平的限制,毕设中难免会出现一些纰漏错误,恳请各位读者悉心指正。方清2015年6月15日I中国科学技术大学学士学位论文目录致谢··································

3、·························I目录···························································III表格索引·························································V插图索引·························································VII算法索引·························································IX摘要················

4、···········································XIABSTRACT······················································XIII第一章绪论····················································11.1Kinect与点云重建············································21.1.1Kinect简介················································21.1.2Ki

5、nect数据流··············································21.1.3点云重建··················································31.2MRF-BasedGraph-cut··········································41.2.1MRF-Basedfunction··········································41.2.2Graph-Cut········································

6、·········4第二章三角网格的纹理贴图····································72.1Alpha-expansionGraphCuts与纹理贴图··························82.2阈值限制下的纹理贴图········································8第三章纹理贴图后期处理······································113.1纹理延伸····················································113.2色差优化······

7、··············································12第四章实验结果················································15第五章结论与改进·············································17参考文献······················································

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