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    两阶段串联可修系统的统计过程控制与视情维修整合研究.pdf

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    两阶段串联可修系统的统计过程控制与视情维修整合研究.pdf

    ?34?9?Vol.34,No.92014?9?Systems Engineering Theory&PracticeSept.,2014?:1000-6788(2014)09-2339-11?:O213.1?:A?1,?1,?2(1.?,?210094;2.?,?210094)?,?,?(SPC)?.?,?-?,?,?,?SPC?,?;?,?,?SPC?;?,?,?,?;?,?.?;?-?;?;?;?Integration SPC and condition-based maintenance for two-stageseries repairable systemsZHONG Jian-lan1,MA Yi-zhong1,LIU Li-ping2(1.School of Economics and Management,Nanjing University of Science and Technology,Nanjing 210094,China;2.School ofBusiness,Nanjing Normal University,Nanjing 210094,China)AbstractFor two-stage series repairable systems,considering random shift,a problem of integratingstatistical process control(SPC)and condition-based maintenance is discussed.Firstly,the mean-residualjoint control chart is used to monitor the equipment and provides signals indicating equipment deterioration,and appropriate maintenance is performed.This leads to different scenarios.According to the law of totalprobability decomposition,the probability of occurrence associated with each scenario can be calculated.Secondly,taking into account manpower,cost of loss production and production rate,a procedure forcalculating average cost per time is presented according to renew theory.Then,a numerical example isgiven to illustrate the application of the proposed integrated model.The results show that the integratedmodel outperforms the maintenance model and the model using rules of thumb.Finally,a sensitivityanalysis is conducted to develop insights into process parameter,time parameters and cost parametersthat influence the integration efforts.Keywords two-stage series repairable systems;mean-residual joint control chart;condition-based main-tenance;manpower cost;random shift1?1.?(SPC)?,?,?;?SPC?,?.?,?.?,?,?.SPC?2,?,?SPC?,?:2013-01-10?:?(71471088,71211140350)?:?(1984),?,?,?,?,?:?;?(1964),?,?,?,?,?,?,?:?,?,E-mail:yzma-.2340?34?.Linderman?1?SPC?,?,?,?,?.?,?Linderman?35.?,?,?,?.?,?,?,?,?.Panagiotidou?6?(?)?,?.Yeung?7?X?.?,Wu?8?,Yin?9?.?,Wang10?.?,?.?11?,?,?,?.Liu?12?,?X?.?,?,?,?SPC?.?,?.?.?13?X?,?VPX?,?B&L?,?,?.?,?.?14.?,?SPC?,?.Wu?15?,?,?,?.Pandey?16?,?.?,?,?SPC?,?-?.?.2 SPC?,?,?X?,?Y?,?X?Y?.X?Y?17:Y=b0+b1x+(1)?,b0?,b1?,?,?E()=0,V ar()=2 0,?.?:?.?,?X N(X,20,1),?Y N(Y,20,2).?,?.?,?.?,?.?.?,?Ti?i?,?fi(t)=iexp(it),t 0,i=1,2(2)?Fi(t)=1 exp(it),t 0,i=1,2(3)?f(t1,t2)=f1(t1)f2(t2)(4)?F(t1,t2)=2?i=1(1 exp(iti)(5)?9?,?:?2341?1?,?X?X?X+1(1?=0),?Y?Y?Y+b11;?2?,?Y?Y?Y+2(2?=0);?,?X?X?X+1,?Y?Y?Y+b11+2.?,?,?.?,?“?”,?.2.1?-?SPC?18.?.?1?X?;?2?(?e)?,?e=Y?Y(6)?,e N(0,2).?21?,?-?(ZX Ze)?,?h?n?,?ZX,Ze:ZX=X XX/n,Z e=e/n(7)?ZXN(0,1),ZeN(0,1),?ZX?Ze?k1?k2.?=1+2 12(8)?i?i(i=1,2)?i=2(1 (ki)(9)?,?1?2?10=1(1 2)(10)?1?2?01=(1 1)2(11)?11=12(12)?i?i=(ki in)(ki in)(13)?i?i?Rayleigh?15,?f(i)=i22,iexp?i42,i?(14)?i?12?E(i)=?0if(i)di(15)?(8)(13),?i?p00i=(1 )i1(16)?1?2?i?p10i=i110(1 10)(17)?1?2?i?p01i=i101(1 01)(18)?i?p11i=i111(1 11)(19)2.2?.?k?,?,?(k+1)?(?TPM=(k+1)h)?;?,?;?,?(?1).2342?34?4?S4?3?S3?2?S2?1?S1?1?1 SPC?1?,?,?:?1?,?TPM?.?k?,?.?1?:P(S1)=k?i=1P(?)=k?i=1P(?|?)P(?)=1 F1(kh)1 F2(kh)k?i=11 F1(ih)1 F2(ih)p00i(20)?2?,?,?2?:P(S2)=k?i=11 F1(ih)1 F2(ih)p00i(21)?3?4?,?,?i(i=1,2)?,?.?1?,?2?ZX?(P(S31)?P(S31)=F1(kh)1 F2(kh)k?i=1F1(ih)F1(i 1)h)1 F2(ih)?1 i1?j=1p0i?ki+1?l=1p10l(22)?,?1?,?2?Ze?(P(S32)?P(S32)=1 F1(kh)F2(kh)k?i=11 F1(ih)F2(ih)F2(i 1)h)?1 i1?j=1p0i?ki+1?l=1p01l(23)?ZX Ze?(P(S33)?P(S33)=F1(kh)F2(kh)k?i=1F1(ih)F1(i 1)h)F2(ih)F2(i 1)h)?1 i1?j=1p0i?ki+1?l=1p11l(24)?,?3?P(S3)=3?j=1P(S3j)(25)?,?4?P(S4)=3?j=1P(S4j)(26)?9?,?:?2343?P(S41)=k?i=1F1(ih)F1(i 1)h)1 F2(ih)?1 i1?j=1p0i?ki+1?l=1p10lP(S42)=k?i=11 F1(ih)F2(ih)F2(i 1)h)?1 i1?j=1p0i?ki+1?l=1p01lP(S43)=k?i=1F1(ih)F1(i 1)h)F2(ih)F2(i 1)h)?1 i1?j=1p0i?ki+1?l=1p11l(27)3?,?,SPC?.?,?(?)?,?.?,?,?.?19,?(E(C)?(E(T)?ECT=E(C)E(T)(28)3.1?1?,?TPM?,?,?1?(TP):E(T|S1)=(k+1)h+TP(29)?2?,?,?2?(TF)?(TCM):E(T|S2)=hk?i=1ip00i1 F1(ih)1 F2(ih)+TF+TCM(30)?3?,?,?,?TPM?,?3?TPM?i(i=1,2)?(TPreM(j)?:E(T|S3j)=(k+1)h+TPreM(j),j=1,2,3(31)?,TPreM(3)=?2i=1TPreM(i)?.?4?TPM?.?i(i=1,2)?1,?fi(t|(k+1)h)=fi(t)Fi(k+1)h)=ieitFi(k+1)h),0 t (k+1)h,i=1,2(32)?f(t1,t2|(k+1)h)=f(t1,t2)F(k+1)h,(k+1)h),0 t1,t2(k+1)h(33)?,?i(i=1,2)?E(?|S4i)=?kh0tfi(t|(k+1)h)dt,i=1,2(34)?i(i=1,2)?E(?|S4i)=h ARLi i+TA+TPreM(i),i=1,2(35)?,ARLi?i?,i?ith?(i+1)th?i?.?Tin=1?(1+2)(kh+1/(1+2)e(1+2)kh1 e(1+2)(k+1)h(36)2344?34?E(?|S43)=h ARL3(1)+TA+TPreM(3)(37)?,(1)?ith?(i+1)th?(?1);ARL3?.?,?4?E(T|S4)=3?j=1E(T|S4j)(38)?,E(T|S41)=?kh0tf1(t|(k+1)h)dt+h ARL10 10+TA+TPreM(1)E(T|S42)=?kh0tf2(t|(k+1)h)dt+h ARL01 01+TA+TPreM(2)E(T|S43)=Tin+h ARL3(1)+TA+TPreM(3)(39)?,?(20)(27)?(29)(39),?E(T)=4?i=1E(T|Si)P(Si)(40)3.2?,?,?,?.?1(C11?,?:(2)(1)?,?1?2).?:1)?.?(C0)?;?,?(C1,C2,C3)?.Ci(i=0,1,2,3)?20?(?3.3?).2)?:?SPC?(Cman).?(a)?(b),?:Cman?(Cm,?)?SPC?(MSPC)?,?Cman=CmMSPC(41)?E(?|Si)=(a+bn)E(?|Si)+Cman,i=1,2,4(42)3)?CF,CA,?.4)?7,?,?(Cm)?(Clp)?(PR)?.?,?CPM=TP(PR Clp+Cm MM)+CFPM(43)?CCM=TC(PR Clp+Cm MM)+CFCM(44)?CPreM(j)=TPreM(j)(PR Clp+Cm MM)+CFPreM(j),j=1,2CPreM(3)=2?j=1CPreM(j)(45)MSPC(MM)?SPC(?)?(?)?,?(?)?SPC(?)?,?MSPC(MM)?;?(?)?SPC(?)?,?MSPC(MM)?1.?SPC?,?SPC?.?.?9?,?:?2345?1?1E(C|S1)C0(k+1)h+k(a+bn)+Cman+CPM2E(C|S2)C0h?ki=1ip00i1F1(ih)1F2(ih)+(a+bn)?ki=1ip00i1F1(ih)1F2(ih)+Cman+CF+CCME(C|S31)C0?kh0tf1(t|(k+1)h)dt+C1(k+1)h?kh0tf1(t|(k+1)h)dt+k(a+bn)+Cman+CPreM(1)3E(C|S32)C0?kh0tf2(t|(k+1)h)dt+C2(k+1)h?kh0tf2(t|(k+1)h)dt+k(a+bn)+Cman+CPreM(2)E(C|S33)C0Tin+C(11)(2)(1)+C3(k+1)h (2)(1)Tin+k(a+bn)+Cman+CPreM(3)E(C|S41)C0?kh0tf1(t|(k+1)h)dt+C1(h ARL1 1)+E(T|S41)h(a+bn)+Cman+CA+CPreM(1)4E(C|S42)C0?kh0tf2(t|(k+1)h)dt+C2(h ARL2 2)+E(T|S42)h(a+bn)+Cman+CA+CPreM(2)E(C|S43)C0Tin+C(11)(2)(1)+C3(h ARL3(2)+E(T|S43)h(a+bn)+Cman+CA+CPreM(3)?,?E(C)=4?i=1E(C|Si)P(Si)(46)3.3?,?.?,?,?.?21?C0=PR A0+A1220,2(47)A0?,A1?.?i(i=1,2)?,?Ci=PR?0Li(i)f(i)di,i=1,2(48)Ci(i=1,2)?i?i(i=1,2)?.?(C3)?C3=2?i=1Ci(49)?,Li(i)(i=1,2)?i?i?,?15,?Li(i)=2?d=1li,dli,d=?Ad(20,d+2d),d?=iAi(20,i+2i),d=i(50)?,li,d?i?i?d(d i)?.?,?i?i,?d(d i)?i?,?d(d i)?.4?21?.?1?(X),?2?(Y).?40?.?(xi,yi).?,?X?N(77.05,4.82),Y?N(95.755,82),?Y=11+1.1X+e=Y?Y(51)?,?e N(0,36.1216).?1=0.002?2=0.001?.?,?X?91.45,Y|X?29.03+1.1X.?,?,?,?,?2346?34?:TA=0.04,CS=1000;TCM=1,CFCM=1000;TPreM(1)=TPreM(2)=1,CPreM(1)=CPreM(2)=1000;?,?:TF=0.1,CF=250;?k?,?,?,?TP=0.8,CFPM=2000.?400,?20,?1.?,?A0=1,A1=1.2.?,?SPC?,?MATLAB?,?,?,?ECT?.?,?:MinimizeECT(n,h,k1,k2,k)Subject toARL0=370ARLuv 10E(1),E(2)40k1,k2,MSPC,MM 0n,k N+(52)?,?n=5,h=2.23,k1=3.48,k2=3.06,k=18,MSPC=0.1,MM=4,?ECT=5636?.?,?,?,?TPM?.?,?SPC?;?,?TPM,?,?,?1?1?3.?,?,?2.ECTmt=E(Cmt)E(Tmt)(53)?,E(Tmt)=E(Tmt|S1)P(S1)+3?j=1E(Tmt|S3j)P(S3j),E(Cmt)=E(Cmt|S1)P(S1)+3?j=1E(Cmt|S3j)P(S3j).?2?1E(Cmt|S1)(k+1)h+TPC0(k+1)h+CPME(Cmt|S31)(k+1)h+TPreM(1)C0?kh0tf1(t|(k+1)h)dt+C1(k+1)h?kh0tf1(t|(k+1)h)dt+CPreM(1)3E(Cmt|S32)(k+1)h+TPreM(2)C0?kh0tf2(t|(k+1)h)dt+C2(k+1)h?kh0tf2(t|(k+1)h)dt+CPreM(2)E(Cmt|S33)(k+1)h+TPreM(3)C0Tin+C(11)(2)(1)+C3(k+1)h (2)(1)Tin+CPreM(3)?,?6146?.?:SPC?,?.?,?,?,?,?;?,?,?.?,?SPC?,?,?SPC?.?(n=5,h=1,k1=3,k2=3)?.?,?k,MSPC,MM?,?,?k=41,MSPC=6,MM=4,?ECT=5928?.?:?,?.?9?,?:?23475?,?(1,2,1,2,PR),?(TF,TA,TP,TPreM,TCM)?(CF,CA,CP,CFPreM,CCM)?(n,h,k1,k2)?(k)?.?,?,?,?,?21?.?3?.?3?ABCDEFGHJK?1212PRTFTATPTCMTPreM?10.0020.0010.50.51011444?20.020.01225044888?LMNOPQRSTUV?CFCACFPMCFCMCFPreMabA0A1ClpCm?120010002400100050001011110010?2500300048003000100004052250040?,?PB?32?,?,?MATLAB?,?.?2?(Clp)?(Cm)?(PR)?(ETC)?.?4,?“+”?,?:“?”?,?.?,?n?1?2,?b?Cm?;?PR?A1?.(响应为)标准化效应的正态图标准化效应百分比mlp?2?(ETC)?4?nhk1k2kETC1?+?2?+?1?+?1?+?PR+?+TFTA+TPTCMTPreMCFCA+CFPM+CFCMCFPreMab?A0?A1+?Clp+Cm?+6?SPC?.ZX Ze?,?,?.?,?;?,?,?,?ZX Ze?.?,?,?:?,?;?,?,?.2348?34?1 Linderman K,McKone-Sweet K E,Anderson J C.An integrated systems approach to process control andmaintenanceJ.European Journal of Operation Research,2005,164(2):324340.2 Pandey D,Kulkarni M S,Vrat P.Joint consideration of production scheduling,maintenance and quality policies:A review and conceptual frameworkJ.International Journal of Advanced Operations Management,2010,2(1):124.3 Zhou W H,Zhu G L.Economic design of integrated model of control chart and maintenance managementJ.Mathematical and Computer Modelling,2008,47(1112):13891395.4 Charongrattanasakul P,Pongpullponsak A.Minimizing the cost of integrated systems approach to process controland maintenance model by EWMA control chart using genetic algorithmJ.Expert Systems with Applications,2011,38(5):51785186.5 Mehrafrooz Z,Noorossana R.An integrated model based on statistical process control and maintenanceJ.Computers and Industrial Engineering,2011,61(4):12451255.6 Panagiotidou S,Tagaras G.Statistical process control and condition-based maintenance:A meaningful relation-ship through data sharingJ.Production and Operation Management,2010,19(2):156171.7 Yeung T,Cassady C,Schneider K.Simultaneous optimization of X-bar control chart and age-based preventivemaintenance policies under an economic objectiveJ.IIE Transactions,2008,40(2):147159.8 Wu J,Makis V.Economic and economic-statistical design of a chi-square chart for CBMJ.European Journalof Operational Research,2008,188(2):516529.9 Yin Z,Makis V.Economic and economic-statistical design of a multivariate bayesian control chart for condition-based maintenanceJ.IMA Journal of Management Mathematics,2011,22(1):4763.10 Wang W.A simulation-based multivariate Bayesian control chart for real time condition-based maintenance ofcomplex systemsJ.European Journal of Operational Research,2012,218(3):726734.11?,?,?.?J.?,2012,32(5):11181123.Cheng Guoqing,Li Ling,Tang Yinghui.Optimal replacement policy for a deteriorating series repairable systemwith multi-stateJ.Systems Engineering Theory&Practice,2012,32(5):11181123.12 Liu L,Yu M,Ma Y,et al.Economic and economic-statistical designs of an X control chart for two-unit seriessystems with condition-based maintenanceJ.European Journal of Operation Research,2013,226(3):491499.13?,?,?.?B&L?VPX?J.?,2010,30(4):673678.Guo Zhifang,Cheng Longsheng,Niu Junlei.Economic design of a VPX chart with B&L switching ruleJ.Systems Engineering Theory&Practice,2010,30(4):673678.14 Celano G.On the constrained economic-statistical design of control charts by the inspection workstation config-urationJ.International Journal of Quality and Engineering Technology,2010,1(3):231252.15 Wu Z,Shamsuzzaman M,Wang Q.The cost minimization and manpower deployment to SPC in a multistagemanufacturing systemJ.International Journal of Production Economics,2007,106(1):275287.16 Pandey D,Kulkarni M,Vrat P.A methodology for simultaneous optimization of design parameters for the preven-tive maintenance and quality policy incorporating Taguchi loss functionJ.International Journal of ProductionResearch,2012,50(7):20302045.17 Shu L,Tsung F.On multistage statistical process controlJ.Journal of the Chinese Institute of IndustrialEngineers,2003,20(1):18.18 Zhang G X.Cause-selecting control charts A new type of quality control chartsJ.The OR Journal,1985,12:221251.19 Ross S M.Introduction to probability modelsM.New York:Academic Press,1993.20 Taguchi G,Elsayed E,Hsiang T.Quality engineering in production systemsM.New York:McGraw-Hill,1989.21 Yang S F.Optimal process control for a failure mechanismJ.Communications in Statistics:Simulation andComputation,2003,32(4):12851314.22 Yang S F.An optimal design of Joint X and S control charts using quadratic loss functionJ.InternationalJournal of Quality and Reliability Management,1997,14(9):948966.?1?2122,?(1),(2)?Tin:TA1:?1?;TA2:?2?;?9?,?:?2349Ti:TAi(i=1,2)?;?i?,?fi(t|(k+1)h)=fi(t)Fi(k+1)h)=ieitFi(k+1)h),0 t (k+1)h,i=1,2(A.1)?1=k?i=0?(i+1)hih(t1 ih)f(t1|(k+1)h)dt1=?ki=0?(i+1)hih(t1 ih)f1(t1)dt1F1(k+1)h)=?ki=0(1?1)1 (1h+1)e1he1ih1 e1(k+1)h,2=k?i=0?(i+1)hih(t2 ih)f(t2|(k+1)h)dt2=?ki=0?(i+1)hih(t2 ih)f2(t2)dt2F2(k+1)h)=?ki=0(1?2)1 (2h+1)e2he2ih1 e2(k+1)h(A.2)?T(1)=min(T1,T2),T(2)=max(T1,T2),T(1)?F(1)(t)=1 (1 F1(t)(1 F2(t)=1 e(1+2)t(A.3)?f(1)(t)=(1+2)e(1+2)t(A.4)?(1)=E(T(1)|T(2)(k+1)h)=k?i=0?(i+1)hih?(i+1)ht(1)(t(1)ih)g(t(1),t(2)dt(2)dt(1)=k?i=0e(1+2)(i+1)hh+1/1+1?2 1?(1+2)e(1+2)ihe1h?2+e2h?11/(1+2)(1 e1(k+1)h)(1 e2(k+1)h),(2)=E(T(2)|T(2)(k+1)h)=k?i=0?(i+1)hih?t(2)ih(t(2)ih)g(t(1),t(2)dt(1)dt(2)=k?i=0e(1+2)(i+1)h(h+11+2)e(1+2)ihe1h(h+11)+e2h(h+12)1112+11+2(1 e1(k+1)h)(1 e2(k+1)h)(A.5)?g(t(1),t(2)?T(1),T(2)?22.?,?Tin=?kh0tf(1)(t)dtF(1)(k+1)h)=1?(1+2)(kh+1/(1+2)e(1+2)kh1 e(1+2)(k+1)h(A.6)?2?C(11):C(11)=C1p(TAC1 TAC2|0 TAC1,TAC2 h)+C2p(TAC2 TAC1|0 TAC1,TAC2 h)=C1?h0?t20f1(t1)?h0f1(t1)dt1f2(t2)?h0f2(t2)dt2dt1dt2+C2?h0?t10f1(t1)?h0f1(t1)dt1f2(t2)?h0f2(t2)dt2dt2dt1=C1(1 e2h)+C2(1 e1h)C12+C211+21 e(1+2)h(1 e1h)(1 e2h)(A.7)

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