基于被动双目立体视觉的三维重构方法分析

基于被动双目立体视觉的三维重构方法分析

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时间:2019-02-18

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1、ABSTRACTABSTRACTAfterseveraldecadesofdevelopment,computervisionhasbecomeanimportantresearchareaofcomputerscience.Binocularstereovisionasanimportantbranchofcomputervisionhasbeenthefocusofthestudyandhotspots.Binocularstereovisiondirectlysimulatetheprocessofhumanvision,anditcanbeflexibleinava

2、rietyofconditionstomeasurethree-dimensionalinformation,andbinocularstereovisiontechnologyhastheadvantagesofgettingdepthinformationfromtwo-dimensionalimagesofobjectsfromimagesobtained,whichhasaveryimportantsignificanceonwhetheritisfromtheperspectiveofvisualphysiologyorspecificengineeringapp

3、lications.BasedonthecomputervisiontheoryofMarr,thepapermakesaresearchontheprocessofachievingfunctionalmodules,whichhas3-Dscenes,imagingmodel,imagingtransformation,cameracalibration,imagefeatureselection,imagefeaturematching,three-dimensionalreconstruction.UsingtheopensourceOpenCVlibraryand

4、IPLlibrarydevelopedbyIntelandVC++6.0,thepaperimplementsthecontentsoffunctionmodules.Inthispaper,wechoosepinholeimagingdistortionmodel,whichhasseveralimagingmajortransformations:theworldcoordinatesystemtothecameracoordinatesystem,thecameracoordinatesystemtotheimagingplanecoordinatesystem,th

5、eimagingplanecoordinatestothecomputerdigitalimagecoordinate.Incameracalibration,thetraditionalradialalignmentconstraint(RAC)ofthetwo-stepmethodisused.Underthepinholeimagingwithdistortionmodelandinaccordancewiththeradialdistortionofrestrictiveconditions,thiscalibrationmethodcalculatestheint

6、ernalparametermatrixofthecamera,whichmainlyusesadistortionoftheinitialvalueanditerative.Harriscorneroftheimageisselectedasthecharacteristicoftheimage.Firstly,thecornersarematchedinitiallybasedontherelevantgrayofthecorners;then,wemaygetthecornerssetthatmaybematched,andcalculatetheepipolarge

7、ometryandthefundamentalmatrix,through8-pointalgorithm,RANSACalgorithmandLMEDSalgorithm;secondly,wescreenoutthewrongorambiguousmatchpointsandgetamorerobustmatchingpointsset,andthenusetherobustmatchingpointstoprecisecalculateoftheepipolargeometryandfundamentalma

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