可变径向切深下螺旋齿球头铣刀微细铣削.pdf

可变径向切深下螺旋齿球头铣刀微细铣削.pdf

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时间:2020-03-27

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1、机床与液压Mar.2014HydromechatronicsEngineeringVo1.42No.6DOI:10.3969/j.issn.1001-3881.2014.06.017Investigation0fhelicalballmicromillingwithvariable●●来radiallmmerSl0nzi—yangCAO,Xiao—hongXUE,HuaLI,Li—huaGUOCollegeofMechanicalEngineering,SuzhouUniversityofScienceandTechnology,Suzhou215009,ChinaAbstract:Mi

2、cromillingcanfabricateminiaturizedcomponentsusingmicroendmillathighrota-tionalspeeds.Theanalysisofcuttingforceandstabilityinmicromilingplaysanimpo~antroleincharacterizingthecutingprocess.AnumericalanalysismethodispresentedtoinvestigatethehelicalbalImicromilingprocesswithvariableradiaIimmersion.Th

3、eschematicmodelofballmi-cromillingisconstructedandthecutingforcecalculationformulaisderived.Andthen.adetailedtimedomainsimulationformicromilingforcesbetweenhelicalbalIandsquareendmilsiscarriedout,andtheresultsarecompared.Inaddition,thestabilitylobeofballmicromillingwithlowra。diaIimmersionisresear

4、chedindetaiIthroughtimedomainandfrequencydomainmethods.Final-ly,theHopfandflipbifurcationsareexploredandthesimulationresultsbetweenvariablestabilitycasesaredeeplycomparedandanalyzed.Keywords:HelicalbalIendmil1.Micromilling.Radialimmersionlutionsamplingtechniquecombinedwithcapacitive1.Introduction

5、measurementsofthetoolshankdisplacementsinthefeedandnormaldirectionsduringcutting,theyfoundThereisastrongdemandfromvariousindustriesthatsomeunstablelowradialimmersioncutsgaveforminiaturedevicesandcomponentswithcomplexdiscreteclustersofonce·-per··revolutionsampledmicrosealefeaturesfabricatedonavari

6、etyofmateri.pointswhenplottedinthe—Yplane,whileothersals.Microendmillingcanovercomethelimitationspresentedellipticaldistributions.Theysubsequentlyofsemi-conductorbasedprocessingtechniquesbyuti.showedthatthisbehaviorwasthemanifestationoftwo1izingminiatureballmillstomakecomplex3Dpartsdifferenttypes

7、ofinstability[7-8].TraditionalHopfwithnoneedforexpensivemasksf1-3].Inaddition,bifurcationleadstotheellipticaldistributionofperi—duetohighdynamicinstability,itisveryimportantodicallysampledpoints.Thesecondinstabilitytyp

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