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ID:33122481
大小:14.50 MB
页数:64页
时间:2019-02-20
《五连杆机构测量仪与其标定方法分析》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、万方数据西南交通大学硕士研究生学位论文第1I页AbstractThefive-barmechanismmeasuringinstrumentisakindofparallelmechanismusedtomeasuretheplanarcurves.It’Slightweight,flexibleandwithhilghrepetitionaccuracy.Butthedifficultyinparametercalibrationisneededtobesolved.Researchoferroranalysisandcalibrationinfive-barmechanism
2、measuringinstrumentWasconductedasfollows.First,thispaperintroducesthemechanicalstructureoffive·barmechanismmeasuringinstrument.ThemeasuringinstrumentWasredesignedforthesmallerradiusubwaywheels.TheforwardandreversesolutionmodelformeasuringinstrumentWaswroteoutandthemeasuringfiledoftheinstrumen
3、tWassimulated.Secondly,theanalysisoftheerrorsourcesoftheinstrumentWascarriedout.TheparametererrorandquantizationerrorweresimulatedusingMatlab.Resultsareasfollows:errorcausedbythebarlengtherrorandencoderpositionerrorofparametererrorisabout10‘3mmmagnitude;thequantizationerroranderrorcausedbythe
4、errorinthezeropositionofencoder(3600lines)isin4-0.03mmwhichhasthegreatestimpact.BycompensatingforhalfapulseCanbasicallyeliminatetheoveralltrendofthequantizationerror.Thetransferfunctionbetweenparameterserrorandtheendpositionerrorwasdeducedusingaclosed-loopvectorchainmethodandtheerrormodelofme
5、asuringinstrumentWasestanlished.Accordingtotheerrormodel,sensitivitycoefficientofeveryparameterWascalculated.Theresultsshowedthatthesensitivitycoefficientoftheencoderzeropositionerroristhehighest.Thentheprincipleofthemeasuringwheelradiuscompensationandthetwo-pointmethodoftraditionalradiuscomp
6、ensationmethodwereanalyzed..FourierserieswasadoptedtofitthecoordinateswhichWasobtainedbyoffsetandquantizationJM3modelstandardcurvetocompensatetheradiu.Theresultshowsthatthismethodimprovedsignificantlycomparedwiththetwo—pointmethod.Theerrorusingderivativeoffittingcurvemethodisin士3×104mill.Fina
7、lly,foursetsofcalibrationsimulationWassetonthepathstraighthorizontalandverticalline,onwhichthecalibrationmodelswereestablishedbasedontheerrormodelestablishedbefore.Thefourtestsare:1)considertheparametererror,doesnotconsiderthequantizationerro
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