DIP_Lecture_7

DIP_Lecture_7

ID:37578830

大小:1.01 MB

页数:44页

时间:2019-05-25

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1、ShanghaiJiaoTongUniversityInstituteofImageCommunication&InformationProcessingSchoolofElectronicInformation&ElectricalEngineeringDept.ofElectronicEngineering2010DigitalImageProcessingProject(2)°Description-Compareandanalyzetheperformanceofdifferentimagedenoisingalgorithms°Content-Chooseagrayscaleima

2、ge-Addsalt-and-peppernoisetotheimage-AddGaussiannoisetotheimage-Useatleast2methodstoreducethenoise-Analyzetheexperimentalresults&drawaconclusion-Writeaprojectreportandsendittozhangcong0929@sjtu.edu.cntogetherwithMATLABsourcecodebeforenextThursday2010ShanghaiJiaoTongUniversityInstituteofImageCommuni

3、cation&InformationProcessingChapter5SchoolofElectronicInformation&ElectricalEngineeringDept.ofElectronicEngineering2010DigitalImageProcessing•Goalofimagerestoration-toimprovethequalityofanimage•Imagerestorationattemptstoreconstructorrecoveranimagethathasbeendegradedbyusingaprioriknowledgeofthedegra

4、dationphenomenon•Imageenhancement&imagerestoration-imageenhancementislargelyasubjectiveprocess-imagerestorationisforthemostpartanobjectiveprocess•Imagerestorationtechniquesareorientedtowardmodelingthedegradationandapplyingtheinverseprocessinordertorecovertheoriginalimage•Imageenhancementtechniquesb

5、asicallyareheuristicproceduresdesignedtomanipulateanimageinordertotakeadvantageofthepsychophysicalaspectsofthehumanvisualsystem2010DigitalImageProcessingA.ModeloftheImageDegradation/RestorationProcessA.ModeloftheImageDegradation/RestorationProcess•Thedegradationprocessismodeledasadegradationfunctio

6、nthat,togetherwithanadditivenoiseterm,operatesonaninputimagef(,)xytoproduceadegradedimageg(,)xy•Theobjectiveofimagerestorationistoobtainanestimatefˆ(,)xyoftheoriginalinputimage2010DigitalImageProcessing•Ifisalinear,position-invariantHprocess,thenthedegradedimageisgiveninthespatialdomainbyg(,)xyhxyf

7、xynxy=(,)(,)(,)∗+nx(,)yf(,)xyhx(,)yg(,)xy•InthefrequencydomainGuv(,)=HuvFuvNuv(,)(,)+(,)Nuv(,)F(,)uvHuv(,)Guv(,)2010DigitalImageProcessingB.Linear,PositionB.Linear,Position--InvariantDegradationsInvariantDe

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