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Dimensionality reduction for handindependent dexterous Dimensionality reduction for handindependent dexterous

Dimensionality reduction for handindependent dexterous - PDF document

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Uploaded On 2015-05-29

Dimensionality reduction for handindependent dexterous - PPT Presentation

We extend this concept to robotic hands and show how a similar dimensionality reduction can be de64257ned for a number of different hand models This framework can be used to derive planning algorithms that produce stable grasps even for highly compl ID: 76772

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Dimensionalityreductionforhand-independentdexterousroboticgraspingMateiCiocarlieCoreyGoldfederPeterAllen„Inthispaper,webuilduponrecentadvancesinneuroscienceresearchwhichhaveshownthatcontrolofthehumanhandduringgraspingisdominatedbymovementinacon“gurationspaceofhighlyreduceddimensionality.Weextendthisconcepttorobotichandsandshowhowasimilardimensionalityreductioncanbede“nedforanumberofdifferenthandmodels.Thisframeworkcanbeusedtoderiveplanningalgorithmsthatproducestablegraspsevenforhighlycomplexhanddesigns.Furthermore,itoffersauni“ed Gripper4 DOF Barrett4 DOF DLR12 DOF Robonaut14 DOF Human20 DOF Fig.3.Eigengraspplannertestusing5handmodelstograspeachof6objectsoftheresults,“gure3presentsthebesthandposturefoundbytheplannerwithoutanyadditionalre“nements.Wenotethat,inmostcases,planninginthereducedspacespannedbyonlytwoeigengraspsdoesnotresultinaposturewheretherobotichandconformsperfectlytothesurfaceoftheobject.However,theresultisoftencloseenoughtosuchaposturethatastablegraspcanbeobtainedbyusingsimpleheuristics.Onepossibleheuristicinvolvesclosingeach“ngeruntilcontactwitheithertheobjectoranother“ngerpreventsfurthermotion.Thismethodproducesaforce-closuregraspin23outofthe30casespresentedin“gure3.Fortheresultspresentedin“gure3,wehavespeci“eddesiredcontactlocationsontheentiresurfaceoftheroboticpalm.However,itisalsopossibletouseonlyasubsetofthese.Forexample,wecanchoosetouseonlythe“ngertipcontacts,thusremovingtherequirementofwrappingthehandaroundtheobject.Inthiscase,thegraspqualitycomponentofourenergyfunction(sectionIII-B)takesvitalimportance,asitisgenerallyeasytosimplyplacethe“ngertipsontheobjectsurfacewithoutnecessarilycreatingastronggrasp.Thisapproachcanberegardedasanattemptto“ndgoodmanipulationgraspsand,especiallyinthecaseofrobotichandsequippedwithhuman-like“ngertips,itproducesstableresults.Examplesareshownin“gure4.a.fortheDLR,RobonautandHumanhandmodels,withthenotethatallpresentedgraspshaveforce-closure.Finally,wehaveusedthemethodpresentedinthispapertoplangraspsinthepresenceofobstacles.Figure4.b.showsasituationinwhichatablesurfacepreventstheexecutionofthebestgrasps,thusforcingthealgorithmto“ndalternativesolutions.Theonlyadditionalcostincurredbythegraspplanneristhatofcollisiondetectionagainsttheobstacleforeachnewlygeneratedstate.Again,allthegraspspresentedintheimagehaveforce-closure.Oneobjectinourtestsetthatrequiresadditionalconsider-ationisthetoyairplanemodel.Itdiffersfromtherestofthesetinthesensethatitcannotbewellapproximatedusingasingleconvexcomponent,asitisthesumofanumberofdominantshapes(fuselage,wings,etc.).Thegraspplannerthatwehavepresentedposesnohardconvexityconstraintontheobject,anditproducesanumberofconvincinggraspsontheairplanemodel.However,anintuitivemethodtosimplify