科干ABC分析法物流作业(完整版)实用资料

科干ABC分析法物流作业（完整版）实用资料(可以直接使用，可编辑完整版实用资料，欢迎下载）

根据某公司物品和年度消耗定额，进行ABC分析，给出管理策略：科干ABC分析法物流作业（完整版）实用资料(可以直接使用，可编辑完整版实用资料，欢迎下载）经过ABC分析法得出结果如下表：物品名称品目数累计品目数累计品目百分数年度使用金额累计使用金额累计使用金额百分比分类结果油类10103.25%3088.83088.80.397516679A硅藻土8180.0259740262419.255080.311341735A添加剂13310.04220779272062280.092661231B包装材料15460.048701299691.26919.20.088954781B钢材21670.068181818403.27322.40.051890289B电器材料421090.136363636184.327506.720.023721275C五金工具561650.181818182100.87607.520.012972572C劳保用品321970.10389610464.87672.320.008339511C水暖紧固件45242067729.920.007412898C文具杂品663080.21428571440.327770.240.005189029C合计3081193100.00%7770.2467353.121库存策略：存货类别库存控制策略A类严密控制，每月检查一次B类一般控制，每一季度检查一次C类宽松控制管理策略：ABC管理要点投入较大精力管理，注意库存质量保证按一般经营调节库存水平集中定货，高库存，费用低定货方式计算每种商品订货量，定期定货定量定货方式，双堆法。定额水平按品种或规格控制按大类品种控制总金额控制检查方式时常检查一般检查按年或按季度检查统计方法详细统计，按品种、规格规定统计数目一般统计按金额统计z92~3AA187-216lgnxRkpn*i***´j~zt**¤dTq(¦G90~1219FG91nG91KnsHAtxRuAHaRHAlgnRApUGBH~POqlnnCGBOqlnnCTBIwUB~BTPwBOqlnnCBUh~AOqlnn¯À¡C¤-¡Bªø¥¡A²J~OqlnnCBNbqlgWPCAssoAwql~ixql~HCJGqAlxAnEelAlsyChCULFBNwpHBlsCLhAygBAFgAwwCtM(RA2001¡Ai~qusUuWs~CLHAEE~NAqMCsqAoogs~CJSOHj~PBytADpAOnn*JPWfdefPhNAPsgOU(NSC89-2416-E-324-018¡C~326F~716MarcAndreessenA188AA92~3CMoAAOABclDAtA~AoAOhMCpFWbqLsxsUANWY~(lCuOqlO~HMDrucker(1999»sqFOpRFAFORFFFOBxWM~cgCOPPPsAsDANLiKasvqlW~gs~O(navigatorsºCOLOPFAuOl~Porter(2000FTFAOskiPBAWbFLAu~ON(enablingtechnologyA~vuSqlsqhJqzDDCqy~jOAefAF~qlJPA~WvuH~pqlWjvOH~SpkjvOHsAsDnAAJTSAsiCsUT1.ÁAlisAOnC2.ÁAUliC3.³eAAoilhC(§EdAANOuC(§dKA2000C1999¡CsYThurow(2000oAq(§dKA2000¡CEvansandWurster(1999AYtPs~AO~iNvuOHoA2000AO89.12.14lWA50.025¢HA(¶A2001CHzqlgnxRk189sDnmTGUftFNixql~HnFHRceN~gC1.µo~vuA2.¾zqlgnAi3.ÅFzzLEmBlmlwwqqlCqqTAqlOquBqkTB~BAICq~yAqlO~HuyNCqAAqlOMqBOPzhnCAASnf~tAtuCWuAqlhFbLuWRPP~TOCKosiur(l997hAqlOzLqBzTPeAoiAwgtFs~RMPApqlTFBqlFqiHMsvuCKalakotaandWhinston(1997HqTB~yBAHWuP(¤G¹qlsdqlhANql~~TjG1.¥lOUBTDCABsBteBC2.¥liUNUnC(intra-businessÀAU~(Jolly,1997;Dertouzos,1997;Barabino,KalakotaandWhinston(customertobusiness,BtoC(businesstobusiness,BtoBB~1998;KalakotaandWhinston,l997¡AsNAA92~33.ÅUilAUaiCOisBoAAAiUlsoCHWGhOMAbdWxAGsNsduvC(¤T¹qlyPeppersandRogers(1997qlo~uiHwCUiOPMVqAH~CGuqlKKAusAsABAWtBKaq~CvlijGaAsyzg~Bsx~uBJ~TBijMBiHOLhDATLBlUOoOC~Thzql~POqGCPBsgBMsBisBjPq(1999¡CEvansandWurster(2000«hHTHAqlyAOOG1.±(reachliahUhC2.Â(richnesstliUiJBUC3.¶(affiliation¡lBFaiU~CEvansandWurster(2000ªAMqlbIWUOupwFOqloiHPbIuAobGWCBtoCqlKosiur(l997Albaetc.(1997«hqzGHTp,(¥Nt190HzqlgnxRk191GB(resource-basedviewµzz(¤zzWernerfelt(1984FuvoWCkAOMy~/qYquvqMANu~voNqCuFoIAFhuCotCDiHuvvuIANuvzzCAo~zVCL(¤G¸Grant(l991VRcARNFCLNHVRABJGAOAoi~C2.¼tO(capabilitiesªPA3.µPOuv5.¿f4.¿wR~POAH1.¼tP(¤Tµ(strategicassetsbGrantVUAvuOGHAHOBooCYuuvNqHvuAFuOvCBADOqvuAYSC~AovAuShPkCsFKVcADFqvOuCd(1996«hhkAFTHPOAOG(1991¡AOvOADMSG(valuable¡GqbSwWivPC2.µ(RarenessGqbvChqLkoALkyvuCsqASwDAhYC3.Lks(ImperfectlyReplicable/Imitable¡Gv1.¿WSB2.±MAH3.¼kCBarney1.»AmitandSchoemaker(1993WiHvu192AA92~3sN/¼OMBkBCH(Substitutability¡GNOsbuv4.´(StrategicallyBarneyS(ValuableB(RarenessBVRIOcAR(CostlyEquivalentResources¡AviHPAHPFNGAqvuNLkCb1997~zkAtoimitate¡B(ExploitedbytheorganizationqOPOvukAHWbjABWSBSA~qavuCTBqlmEvan(1997»ngyTGaC~sgAlWHnnEjhCqAlzKAAGwTUFUOgF~yHKUFLLYFUvFUULuFHAFPgsCshGvj(1998¨zAgu~vtAsBSPYCd(1999APg~AbPqoiqUSCoPg~AgPAePAyYDPAt~AbPqoiqAg~PnCpLoGbg~oilqA~enqNBeBCzH~C(2000gYCKi(2000s~aqbqAnCW(2000¡AwsVsCsoA~AJqlAH~gPPBtAqPlgCOAxSA~vOAUnAA~OqlgCAJqARqltAHsiSeybold(1998±qgAhqqAHzqlgnxRk193EvankosCgzzqlCMHWsSeyboldoCKiObFzqDFqlPRqlgtkAAssDhDosHzFRAFIJAdBvjWzsHOgAhRePSwRAMOFAqkoDzDAPsPCsAsHRkAOPAHAHxgAitEsksHjcNuGWPWqABqllH~usPgBazAMASBdBBqFvosAujwR(¥PsCsNCAB(¥qFixHBCAMVRIOqgzABzA2001¡Ac(Barney,1997¡ARzRDCBscscpGsc194AA92~3AiiOA(2001ªxRkANC~AqFzniA~vuAOOAOBCBarney(1997~avuAqLCqLVRIOAo~~vuCMAsoUuOaBAbWxHVRICBoisNDnoAOcoiCxOHAjcabASw~bxCAcOHyz~~DnA~hO~~qJ~AgssYOHxAzLAoiUqB~CoB~UqxAxAcCbAsoT~AouaWCTBsHsDT~aHCsHwAOsntiAtbWeCwAWeiCDT~azAbsntiABnUtA1uOvxWDnGG(1¥stAOgRoAAgLtzoCzA~APtbWwCsWALkpiCsDRWAOtCwOPUtAbWiCO¡v(²c1AGbs(»sCBtoCqltsBtoCOVRIO(2HzqlgnxRk195NhAGLkHjsFoAFTP~Ua~qC(¤~H~iHAyPvT~eWFbAetqlOLhSuv(commercej~GbzLuH~AGUgzHPM~Hh(¤TGDuvqMaCGKOFsBqlBHOT~RAoRDoCNLibWu(Drucker,1999¡CAsM~HhMgzHHOCby(¤G-o~qlpBKAWjpB~OBA~otAsbRWNAHUCTIhG1.¦AssAC2.¤BAAsACA3.¬OUsiABOBiRsAUNCt~qlgKAOLkoJTCAsbWzhUAOHUCqlssHApCe196AA92~3HPyzsAjAalACCudnjobu://udnjob/jpCse2aBsaF(¤T¬F(¥(¤¬F¬CpUG(¤G¬qllq(¤sUAMUpC2001~11lsiUAiBnUAPUAAH(¤G¹qllqasNqgzHiCBAt~iqqllHC3CDnOzL2OaAbJ(WADAGsuvC3sUqgzHAGPgzBSpjAPGRgzAgz~BLAsigzBtdHLnpjA104zBpjAudnjobTAHOUHLwzBizpjA~yPLHOPMxgHuWzBtApHzqlgnxRk197(¤T-U~ANA~iAHUUqiCU~DU~WAgPNAHqlliC(¥DnseWAzLTRPdANisDsBCsjiGGAuWPCuWA~UjTeBqCA~UjBxByPqqBqBB~IOAHRUCDMCsqAjMMBRsNRAMUAMUCsANzUqAOqGANCLaiF~qHHP~taqHANCiCGPC~avuCsAYbAsuvOvFYGqAhuvOvFqAHWAhuvOvCVRITfgDAsIsgpjAqAKqgzzppjAbPWNC198AA92~3RBRAOTaC(://books.twWsBxRsciRANRoU1.³SuM~sswyBgrCUTggsBKqlwoAM~BYC(2.ºazyAWAyCuAywCCg3.¥qWyBeOAC(qy1995~1227AOOxWa2000~12A1996~7WBCb7dUC40UAWY~Ce3M~ss(±W2900aHWKfIA4.³OTaCWHH~PWSuC(5.³IyAWjMyKC6.³MDpyC(7.³TtPHjM(TNOpenfindPoAyTKC~PbooksWUA(ÂIwM~yHzqlgnxRkGszxR(¤199200AA92~3ssxR(¤xR(¤HzqlgnxRk201(Gq1982~1117AB¬e¸60AAYFgAHusvJC1997~COM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CaliforniaManagementReview,33,Spring1991,pp.114-135.Jolly,D.,"ElectronicNetworksasACompetitiveweapon:TheUseofTheInternetforCommercialPurpose",fromthe7thInternationalForumonTechnologyManagement,1997.214AA92~3Kalakota,R.andWhinstonA.B.,"ElectronicCommerce:AManager'sGuide",AddisonWesley,Longman,1997.Kosiur,D.R.,"UnderstandingElectronicCommerce",1997.Seybold,P.B.,"Customers",RandomHouse,NewYork,1998.Tapscott,D.,TicollD.andLowA.,"DigitalCapital",HarvardBusinessSchoolPress,2000.Wernerfelt,B.,"AResource-BasedViewofTheFirm",StrategicManagementJournal,(5,1984,pp.171-180.104HO(://104.tw/Amazon(://amazonOpenfindCIA(://cia.openfind.tw/udnjobHuW(://udnjob/ql(://chinatimes.twxW(://tse.tw((://books.tw/g~q(://.tw/~mT(://.tw/(eco/doc/ndoc/a2.htmpsD(://udnnews/(HzqlgnxRk215KeySuccessfulFactorsofE-CommerceFromtheResource-BasedView:AnApplicationofStrategicMatrixMethodHAN-SHENGLEI*,SHIN-YAUNLEE***DepartmentofBusinessAdministration,ChaoyangUniversityofTechnology**ChyienHwangTradingCo.,Ltd.ABSTRACTThisstudyisgroundedonthetheoryofstrategicmanagement,employingthesystematicstrategicmatrixmethodasthetooltoanalyzesixcasesinthreeindustries.Thepropositionsaddressedincludingthefollow:Websiteimage(branding,theconsolidationofritualandsubstantiveassets,therichnessofdatabaseandtheeffectiveusingofit,andtheindustrialknowledge,whichallarethekeysuccessfulfactorsofthee-commerce.Andtheinternettechnologyalonecannotguarantythesuccessofe-commerce.Keywords:e-commerce,resource-basedtheory,strategicmatrix,keysuccessfulfactor216AA92~3国土资源工程学院测绘工程课题一迭代格式的比较要求:编制一个程序进行运算，最后打印出每种迭代格式的敛散情况；=1\*GB3①、建立迭代程序的M文件：function[k,pc,xk]=diedail(x0,k)x(1)=x0fori=1:kx(i+1)=funl(x(i));pc=abs(x(i+1)-x(i));%偏差i=i+1;xk=x(i);%第k次迭代的结果[(i-1)pcxk]endp=[(i-1)pcxk];%输出迭代次数、偏差、第k次迭代的结果=2\*GB3②、对于不同的迭代式子建立不同的funl.m文件建立迭代式子（1）的M文件：functiony1=funl(x)y1=(3*x+1)/x^2;在matlab命令窗口中运行以下命令>>[k,pc,xk]=diedail(0.7,10)%初值是0.7，迭代10次x=0.7000x=0.70006.3265ans=1.00005.62656.3265x=0.70006.32650.4992ans=2.00005.82740.4992x=0.70006.32650.499210.0231ans=3.00009.523910.0231x=0.70006.32650.499210.02310.3093ans=4.00009.71380.3093x=0.70006.32650.499210.02310.309320.1559ans=5.000019.846620.1559x=0.70006.32650.499210.02310.309320.15590.1513ans=6.000020.00460.1513x=0.70006.32650.499210.02310.309320.15590.151363.5112ans=7.000063.359963.5112x=0.70006.32650.499210.02310.309320.15590.151363.51120.0475ans=8.000063.46380.0475x=0.70006.32650.499210.02310.309320.15590.151363.51120.0475506.6983ans=9.0000506.6508506.6983x=0.70006.32650.499210.02310.309320.15590.151363.51120.0475506.69830.0059ans=10.0000506.69240.0059k=10pc=506.6924xk=0.0059由以上结果可知迭代式（1）是发散的。（2）建立迭代式子（2）的M文件：functiony1=funl(x)y1=(x^3-1)/3;在matlab命令窗口中运行以下命令>>[k,pc,xk]=diedail(0.6,5)%初值0.6，迭代5次x=0.6000x=0.6000-0.2613ans=1.00000.8613-0.2613x=0.6000-0.2613-0.3393ans=2.00000.0779-0.3393x=0.6000-0.2613-0.3393-0.3464ans=3.00000.0071-0.3464x=0.6000-0.2613-0.3393-0.3464-0.3472ans=4.00000.0008-0.3472x=0.6000-0.2613-0.3393-0.3464-0.3472-0.3473ans=5.00000.0001-0.3473k=5pc=9.9907e-005xk=-0.3473由以上结果可知迭代式（2）是收敛的。（3）建立迭代式子（3）的M文件：functiony1=funl(x)y1=(3*x+1)^(1/3);在matlab命令窗口中运行以下命令：>>[k,pc,xk]=diedail(0.9,12)%初值0.9，迭代12次结果为x=0.6000x=0.6000-0.2613ans=1.00000.8613-0.2613x=0.6000-0.2613-0.3393ans=2.00000.0779-0.3393x=0.6000-0.2613-0.3393-0.3464ans=3.00000.0071-0.3464x=0.6000-0.2613-0.3393-0.3464-0.3472ans=4.00000.0008-0.3472x=0.6000-0.2613-0.3393-0.3464-0.3472-0.3473ans=5.00000.0001-0.3473k=5pc=9.9907e-005xk=-0.3473>>[k,pc,xk]=diedail(0.9,12)%初值0.9，迭代12次x=0.9000x=0.90001.5467ans=1.00000.64671.5467x=0.90001.54671.7800ans=2.00000.23341.7800x=0.90001.54671.78001.8508ans=3.00000.07081.8508x=0.90001.54671.78001.85081.8713ans=4.00000.41.8713x=0.90001.54671.78001.85081.87131.8771ans=5.00000.00581.8771x=0.90001.54671.78001.85081.87131.87711.8787ans=6.00000.00171.8787x=0.90001.54671.78001.85081.87131.87711.87871.8792ans=7.00000.00051.8792x=0.90001.54671.78001.85081.87131.87711.87871.87921.8793ans=8.00000.00011.8793x=0.90001.54671.78001.85081.87131.87711.87871.87921.87931.8794ans=9.00000.00001.8794x=0.90001.54671.78001.85081.87131.87711.87871.87921.87931.87941.8794ans=10.00000.00001.8794x=0.90001.54671.78001.85081.87131.87711.87871.87921.87931.87941.87941.8794ans=11.00000.00001.8794x=0.90001.54671.78001.85081.87131.87711.87871.87921.87931.87941.87941.87941.8794ans=12.00000.00001.8794k=12pc=8.5033e-007xk=1.8794由以上结果可知迭代式（3）是收敛的。（4）建立迭代式子（4）的M文件：functiony1=funl(x)y1=1/(x^2-3);在matlab命令窗口中运行以下命令：>>[k,pc,xk]=diedail(0.4,15)%初值0.4，迭代15次x=0.4000x=0.4000-0.3521ans=1.00000.7521-0.3521x=0.4000-0.3521-0.3477ans=2.00000.0044-0.3477x=0.4000-0.3521-0.3477-0.3473ans=3.00000.0004-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473ans=4.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473ans=5.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473ans=6.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473ans=7.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=8.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=9.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=10.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=11.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=12.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=13.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=14.00000.0000-0.3473x=0.4000-0.3521-0.3477-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473-0.3473ans=15.00000.0000-0.3473k=15pc=5.5511e-017xk=-0.3473由以上结果可知迭代式（4）是收敛的。（5）建立迭代式子（5）的M文件：functiony1=funl(x)y1=(3+1/x)^(1/2);在matlab命令窗口中运行以下命令：>>[k,pc,xk]=diedail(0.6,22)%初值0.6，迭代22次x=0.6000x=0.60002.1602ans=1.00001.56022.1602x=0.60002.16021.8609ans=2.00000.29941.8609x=0.60002.16021.86091.8808ans=3.00000.01991.8808x=0.60002.16021.86091.88081.8793ans=4.00000.00151.8793x=0.60002.16021.86091.88081.87931.8794ans=5.00000.00011.8794x=0.60002.16021.86091.88081.87931.87941.8794ans=6.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.8794ans=7.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.8794ans=8.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.8794ans=9.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.8794ans=10.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.8794ans=11.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.8794ans=12.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.8794ans=13.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.87941.8794ans=14.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.8794ans=15.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.8794ans=16.00000.00001.8794x=0.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.8794ans=17.00000.00001.8794x=Columns1through180.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.8794Column191.8794ans=18.00000.00001.8794x=Columns1through180.60002.16021.86091.88081.87931.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.87941.8794Columns19through201.87941.8794ans=19.00000.00001.8794x=