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ID:46591105
大小:2.28 MB
页数:7页
时间:2019-11-26
《网格修补的特征配准方法》由会员上传分享,免费在线阅读,更多相关内容在行业资料-天天文库。
1、1230中图法分类号:TP391.7文献标识码:A文章编号:1006-8961(2015)09-1230-07论文引用格式:QianGP,ZhangXH,PanRF.Meshcompletionwithfeatureregistration[J].JournalofImageandGraphics,2015,20(9):1230-1236.[钱归平,张小红,潘瑞芳.网格修补的特征配准方法[J].中国图象图形学报,2015,20(9):1230-1236.][DOI:10.11834/jig.20150910]网格修补的特征配准方法钱归平,
2、张小红,潘瑞芳浙江传媒学院新媒体学院,杭州310018摘要:目的网格重建和编辑会产生几何特征缺失的模型,填补这些空洞具有重要的意义。为了克服复杂曲面修补中网格融合难以配准的问题,提出了环驱动球坐标结合基于曲率及法向ICP(iterativeclosestpoint)迭代配准的网格修补方法。方法首先用户查找合适的源网格面片放入空洞处周围;然后对目标网格空洞环建立B样条曲线,将带修补网格包边界置于B样条曲线上,构架环驱动球坐标,将源网格变形初步配准目标网格空洞周围领域;最后使用Laplacian光顺并基于网格曲率及法向进行ICP迭代配准,使源
3、网格与目标网格光滑拼接融合。结果该方法能够有效修补网格空洞缺失的细节特征,并且拼接处光滑连续。结论环驱动球坐标配准避免了网格变形的包围网格笼子构造,再通过ICP迭代精确配准网格,和以往的网格修补方法相比,该方法能够很好地修补网格空洞处细节特征。关键词:网格修补;环驱动球坐标;ICP迭代;拉普拉斯光顺MeshcompletionwithfeatureregistrationQianGuiping,ZhangXiaohong,PanRuifangCollegeofNewMedia,ZhejiangUniversityofMediaandCom
4、munications,Hangzhou310018,ChinaAbstract:ObjectiveMissinggeometryappearsduringmeshreconstructionandediting;completingtheholesisthusimpor-tant.Tocompletetheholesofacomplexsurfaceeffectively,meshcompletionbasedonloop-drivensphericalcoordinatesanditerativeclosestpoint(ICP)re
5、gistrationwithcurvatureandnormalispresented.MethodFirst,theusersearchesforasimilarmeshpatchandplacesitaroundtheholeofthemesh.Second,theB-splinecurveisutilizedtofittheholeboundaryofthetarget.TheboundaryloopofthesourcemeshislocatedontheB-spline.Loop-drivensphericalcoordinat
6、es,whichmapanddeformthesourcemeshpatchtomatchthetargetmesh,arethenconstructed.Finally,LaplaciansmoothingandtheICPalgorithmwithcurvatureandnormalareappliedtocompletethemeshcompletion.Twomeshpartsaremergedsmoothly.ResultExperimentalresultsrevealtheproposedalgorithm'sability
7、toretrieveamissingfeatureeffectivelyandsmoothly.ConclusionTheloop-drivensphericalcoordinatespreventtheapplicationofcagemeshestodeformation,andtheICPiterationcancompletetheregistrationeffectively.Comparedwithearlierapproaches,theproposedalgorithmcanre-trieveamissingfeature
8、effectively.Keywords:meshcompletion;loop-drivensphericalcoordinates;iterativeclosestpoint(ICP)it
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