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    MCM写作举例.docx

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    MCM写作举例.docx

    MCM写作举例摘要第一段:写论文解决什么问题1.问题的重述a.介绍重点词开头:例1:Handmoveirrigation,acheapbutlabor-intensivesystemusedonsmallfarms,consistsofamovablepipewithsprinklerontopthatcanbeattachedtoastationarymain.例2:isareal-lifecommonphenomenonwithmanycomplexities.例3:n(effectiveplan)iscrucialtob.干脆指出问题:例1:Wefindtheoptimalnumberoftollboothsinahighwaytoll-plazaforagivennumberofhighwaylanes:thenumberoftollboothsthatminimizesaveragedelayexperiencedbycars.例2:Abrand-newuniversityneedstobalancethecostofinformationtechnologysecuritymeasureswiththepotentialcostofattacksonitssystems.例3:Wedeterminethenumberofsprinklerstousebyanalyzingtheenergyandmotionofwaterinthepipeandexaminingtheengineeringparametersofsprinklersavailableinthemarket.例4:.Aftermathematicallyanalyzingtheproblem,ourmodelinggroupwou1d1iketopresentourconclusions,strategies,(andrecommendations)tothe.例5:Ourgoalis.that(minimizesthetime).2.解决这个问题的宏大意义反而说明。假如没有Withoutimplementingdefensivemeasure,theuniversityisexposedtoanexpectedlossof$8.9millionperyear.3.总的解决概述a.通过什么方法解决什么问题例:WeaddresstheproblemofoptimizingamusementparkenjoymentthroughdistributingQuickPasses(QP),reservationslipsthatideallyallowanindividualtospendlesstimewaitinginline.b.实际问题转化为数学模型例1Weformulatetheproblemasanetworkflowinwhichverticesarethelocationsofescortsandwheelchairpassengers.例2:navestrategywouldbetoemploytheminimumnumberofescortstoguaranteethatallpassengersreachtheirgatesontime.c.将问题分阶段考虑例3:Wedividethejumpintothreephases:flyingthroughtheair,punchingthroughthestack,andlandingontheground.其次、三段:具体分析1.在什么模型中/建立了什么模型a.主流模型例1:Wcformulateadifferentialmode1toaccountfortheratesofchangeoftheseuses,andhowthischangewouldaffecttheoverallconsumptionofwaterwithinthestudiedregion.例2:Weexaminedthemathematicaleffectsof.Wedevelopedadetailed(simulationmethodology)totestourideasandtoquantifythedifferencesbetween(among)different(strategies).例3:Basedon(writeyourbasis.suchasthetheoryofsupplyanddemand),weestablishamodel(suchasdifferentialequationsystemthatincludesdemand,supply).例4:To(writetheaims),weestablishacriterion(writethecriterion),b.模型非主流例5:Wcbuildamodeltodeterminehowtolayoutthepipeeachtimetheequipmentismoved.例6:Wcdetermine例7:Webuildamodeltodetermine.例8:WeformulateamodelforByanalyzingandexamining.2.分析模型(运用什么数据,怎么做,一般三句话)a.写历史数据例1:UsinghistoricaldatafromtheUnitedStates,wedetermineinitialconditionsforourmodel.b.写计算机模拟例1:thismodelleadstoacomputersimulationofcatch-cantestsoftheirrigationsystemand例2:Softwarepackingreachesbycalculatingandcomparing.c.运用数据模拟例1:togroundthismodelinreality,weincorporateextensivedemographicdataandrun例2:Wcfitthemodifiedmode1todata(suchas1970-2003.).Weconcludethat(writethelastconclude).d.讲具体分析例1:WephysicalIycharacterizethesystemthat例2:Wcprovideastrategy(writethelogicalstrategy).例3:Themode1is(efficient,intuitive,andflexible)andcouldbeappliedto例4:Tomeettheneedsofpeopletodaywithout,weestablishacriterionofrational(合理的标准)oilallocation(安排).3.总结该模型的结果/得到什么结论a.说明不是最优但能产生作用例:Weshowthatthisstrategyisnotoptimalbutcanbeimprovedbyassigningdifferentnumbersb.说明假如用这个模型,结果如何例1:IfDeltaAirlinesweretoutilizethenavestrategyatAtlantaInternationalAirport,thecostWoUldbe例2:Wemodifythemodeltoreflect(sometrendsuchasexponentialIyincreasing)andgeneralizethemodelto(otherfield).例3:OurresultsaresummarizedintheformulafortheoptimalnumberBoftolIboothsforc.通过其上状况的列举得到的结论例:Forvarioussituations,weproposeanoptimalsolution,d.得出了结论例1:weelicitthataconclusion.例2:Weconcludewithaseriesofrecommendationsforhowbesttoe.进一步说明其他因素对模型的影响例:Inadditiontothemodel,wealsodiscusspoliciesfor.f.用真实数据检验模型:Todemonstratehowourmodelworks,weapplyitto.最终一段:写总的结论a.说明结论的可行性例:Oursuggestedsolution,whichiseasytoimplement,includesadetailedtimetableandthearrangementofpipes,b.说明算法的广泛性例1:Ouralgorithmisbroadenoughtoaccommodatevariousairportconcourses,flightschedules,andflightdelays.例2:Ouranalysisbeganbydeterminingwhatfactorimpact,Ourconclusionsarepresentedc.说明模型可用于其他领域例:Sinceourmodelisbasedonitcanbeappliedto(otherdomain).其他(承上启下的连接词/常用词组)例:InadditiOntothemodel,wealsodiscuss弓I言部分(1)回顾探讨背景,常用词汇有review,SUmmarize,present,outline,describe等(2)说明写作目的,常用词汇有purpose,attempt,aim等,另外还可以用动词不定式充当目的状语来表达(3)介绍论文的重点内容或探讨范围,常用词汇有study,present,include,focus,emphasize,emphasis,attention等方法部分(1)介绍探讨或试验过程,常用词汇有testStu用,investigate,examine,experiment,discuss,consider,analyze,analysis等(2)说明探讨或试验方法,常用词汇有mCaSUre,estimate,calculate等(3)介绍应用、用途,常用词汇有等结果部分(1)展示探讨结果,常用词汇有show,resu11,present等(2)介绍结论,常用词汇有summary,introduce,conclude等探讨部分(1)陈述论文的论点和作者的观点,常用词汇有suggest,report,present,expect,describe等(2)说明论证,常用词汇有等support,provide,indicate,idcntify,find,demonstrate,confirm,clarify(3)举荐和建议,常用词汇有suggest,suggestion,recommend,recommendation,propose,necessity,necessary,expect等。摘要中常用的词语汇:critical至关重要的algorithm运算法则amethodofevauating评价方法appropriate近似的consider考虑configurations布局OPtimaI统一的maximize使最大化strategy策略parameter参数,主要的确定因素accuracy精确性strengthsandweaknesses优点和缺点COnlaCt相关的contract建立,构造calculate计算establish建立formula公式modify改进rational合理的countermeasure对策criterion标准,准则ASSUmPtionS引出:Wemakethefollowingassumptionsaboutprocessinthispaper.a.不考虑因素例1:Wcdonottakeintoaccountinteractionsbetweenfactors.例2:Theinfluenceofcanbeneglected例3:isidealin,canbeneglected.b.为了简化模型,之后反对不正确,但是合理。例1:Infact(inreality)factorseffecteachothers,butinordertosimplifythemodel,weignoretheinteractionsbetweenfactors.例2:Infactinrealityfactorseffecteachothers,butinordertosimplifythemodel,weignoretheinteractionsbetweenfactors,c.近似例1:canbeapproximatedasalinerfunctionof.例2:areassumedtobethesame.Inpractice,thereisaslightdifference.例3:canbeapproximatedasalinerfunctionof.d.细致考虑(可附缘由)例1:nairportconsistsof1to10concourses,eachofwithconsistsof2to50gates.Gatesinthesameconcoursearegenerallylocatedclosetooneanother,whiIethetraveltimebetweenconcoursescanbequitelengthy.Hence,weassumethatinter-concoursetravelismuchlengthierthanintra-concoursetravel.例2:Aaveragefastwalkingspeedis250ftmin(3mph),butaveragespeedwhenarmsareimmobilized(aswhenpushingawheelchair)isonly180ft/min(2mph)GrossandShi2001.Wcassumethatanescortwalksatthesespeeds.例3:nescortcanoperateonlyonewheelchairatatime.U.S.Dept.oftransportationguidelinesdiscouragesleavingWPsunattended.Hence,theescorttakesaWPtotheconnectingflightandremainsuntiltheflighleaves.e.干脆定义(假设):例1:Tomeasurethe,wedefine例2:Yearlyindustrystatisticscanbeusedvalid.例3:Sthmayberepresentedby例4:.areindependentandrandomlydistributed总结:Additionalassumptionsaremadetosimplifyanalysisforindividualsections.Theseassumptionswi11bediscussedattheappropriatelocations.公式由假设得到公式1.WeassumelaminarflowanduseBernoullisequation:(由假设得到的公式)公式Where符号说明ACCOrdingtotheassumptions,ateveryjunctionwehave(由于假设)公式由缘由得到公式2.Becauseourfieldisflat,wehave公式,sotheheightofoursourcerelativetooursprinklersdoesnotaffecttheexitspeedv2(由缘由得到的公式):公式Sincethefluidisincompressible(由于液体是不行压缩的),wehave公式Where公式用原来的公式推出公式3.Pluggingvlintotheequationforv2,weobtain(将公式1代入公式2中得到)公式11.Puttingthesetogether(把公式放在一起),becauseofthelawofconservationofenergy,yields:公式12.Therefore,from(2),(3),(5),wehavetheithjunction(由前几个公式得)公式Putting(1)-(5)together,wecanobtainpupateveryjunction.infact,atthelastjunction,wehave公式Puttingtheseinto(1),weget(把这些公式代入1中)公式WhichmeansthattheCommon1y,hisaboutFromtheseequations,(从这个公式中我们知道)weknowthat引出约束条件4.UsingpressureanddischargedatafromRainBird结果,Wefindtheattenuationfactor(得到衰减因子,常数,系数)tobe公式计算结果6.Tofindthenewpressure,wcusethe(OO),whichstatesthatthevolumeofwaterflowinginequalsthevolumeofwaterflowingout:(为了找到新值,我们用什么方程)公式WhereOis:7.SolvingforVNweobtain(公式的解)公式Wherenisthe.8.Wehavethefollowingdifferentialequationsforspeedsinthe-andy-directions:公式Whosesolutionsare(解)公式9.Wcusethefollowinginitialconditions(运用初值)todeterminethedragconstant:公式依据原有公式10.Weapplythelawofconservationofenergy(依据能量守恒定律).Theworkdonebytheforcesis公式Thedecreaseinpotentialenergyis(势能的削减)公式Theincreaseinkineticenergyis(动能的增加)公式Drugactsdirectlyagainstvelocity,sotheaccelerationvectorfromdragcanbefoundNewtonslawF=maas:(牛顿其次定律)WhereaistheaccelerationvectorandmismassUsingtheNewtonsSecond1.aw,wehavethatFm=aand公式Sothat公式Settingthetwoexpressionsfortlt2equalandcross-multiplyinggives公式22.Weapproximatethebinomialdistributionofcontenderswithanormaldistribution:公式Wherexisthecumulativedistributionfunctionofthestandardnorma1distribution.ClearingdenominatorsandsolvingtheresultingquadraticinBgives公式sananalyticapproximationto.fork=l,WegetB=C26.Integrating,(使结合)wegetPVT=Constant,where公式Themaincompositionoftheairisnitrogenandoxygen,soi=5andr=l.4,so23.AccordingtoFirst1.awofThermodynamics,weget公式Where().wealsothenhave公式WherePisthepressureofthegasandVisthevolume.WeputthemintotheIdealGasInternalFormula:公式Where对公式变形13.DefineA=nwtobethe()(定义);rearranging(1)produces(将公式变形得到)公式WemaximizeEforeachlayer,subjecttotheconstraint(2).Thecalculationsareeasierifweminimize1E.(为了得到最大值,求他倒数的最小值)Neglectingconstantfactors(忽视常数),weminimize公式使听从约束条件14.Subjecttotheconstraint(使听从约束条件)公式WhereBisconstantdefinedin(2).However,aslongasweareobeyingthisconstraint,wecanwrite(依据约束条件我们得到)公式Andthusfdependsonlyonh,thefunctionfisminimizedat(求最小值)公式Althisvalueofh,theconstraintreducesto公式结果说明15.ThiSimPlies(示意)thattheharmonicmeanof1andwshouldbe公式So,intheoptimalsituation.5.Thisvalueshowsverylittlelossduetofriction.(结果说明)Theescapespeedwithfrictionis公式16.WeuseasimiIarprocesstofindthepositionofthedroplet,resultingin公式Witht=0.OOOls,errorfromtheapproximationisvirtuallyzero.17.Wecalculateditstrajectory(liM)using公式18.Forthatcase,usingthesameexpansionforeasabove,公式19.Solvingfortandequatingittotheearlierexpressionfort,weget公式20.Recalli11gthatinthisequalityonlynisafunctionoff,wesubstitutefornandsolveforf.theresultis公式Asv=,thisequationbecomesSingUIar(单数的).由语句得到公式21.Therevenuegeneratedbythefightis公式24.Thenwehave公式Wedifferentiatetheideal-gasstateequation公式Getting公式25.WeeliminatedTfromthelasttwoequationstoget(解除因素得到)公式22.Wefistexaminethepaththatthemotorcyclefollows.Takingtheairresistanceintoaccount,wegettwodifferentialequations公式WherePistherelativepressure.Wcmustfirstfindthespeedvlofwateratoursource:(找初值)公式图引用的文献数据所画的图:1、分阶段图的引入:Firstwestudythe(文献),showingunderthesituation.分阶段图的引出:Thecompressionprocessisdividedintothree(数字)phases,asshowninthefigure:Thefirstphase:deformation,accordingto:thesecondphase:deformation.Thecompressiongrowsmoreslowlyandreachesthemaximum.Thethirdphase:deformation:Aftercompressionreachesthemaximum,therateofdeformationstartstofall.Theunrecoverabledeformationgoesonincreasing.(200365)2、引用已有的模型图:Amodelofflowrateforinstanttotalfailureisrighttriangular【U.S.ArmyCorpsofEngineers1997.(seeFigurel)(20055354)3、通过历史数据作图:WevalidateourmodelbyexamininghistoricalHIVratesfromprenatalclinicsinSouthAfricabetween1995and2005(Figure1).(2006244)4、拟合的图形:Figure1showsthenumberofbagsstillleftfortheEDStoprocessatairportaftereachminuteinairportB,theresultsaresimilar.(2003260)自己依据计算所画的图:1、为了.(目的),我们作了.图。Todemonstratebetterthechangeinflowratewithtimewhenthebreachbeginstform,weplotoverashorterrangeoftimeinFigure5.(200555)WeplotIWforvaluesofBfrom6to13,instepsof0.25,togetherwiththebest-fitquartic,inFigure2(200592)2、依据数据拟合的图:Fitting(式子)tothedatain(表),wegetthecurveinFigure1,forthefunction(公式).(2005211)WeusethegraphinFigure1tosimulatethearrivalofpassengers.(2003201)ThesimulationmodelalsogeneratessystemcharacteristicsfortheETDmachinesatairport.TheseresultsareshowninFigure3.(2003232)3、依据取值不同画图:Wetake200lasthestartingpoint,whentotalremainingoi1was1.1178bbl.Wecalculatethetimetooi1exhaustionunderdifferentcases:GDPgrowingat10%,5%,3%,and1%.(Figure3)For10%;for5%,;for3%,;for1%,.(2005213233)4、用软件(如MT1.B)画图:Tosolvethedifferentialequationsinourmode】,weuse(theODE45numericalintegrator)inMT1.Bon(式子)tofindtheresultsinFigure3.(2005232)5,图形的改进:Generallyspeaking,theshapeofthetargetisnottooirregular,sowechoosefivetypicalshapesofthetargetsindifferentsizes.InFigure3a,weillustratethemaximumsectionofatypicalbean-shapedtarget,whosemaximumdimensionis35mm.Usingtheskeletongenerationalgorithm,wegetcorrespondingskeletonshowninFigure3b.ThenweapplytheG-basedshotplacementalgorithm,resultinginthreeshotsforthetarget:one14mmhelmetandtwo8mmhelmets.Thelocationsandsizesofthehelmetsin2DareindicatedinFigure3c,while3DshotplacementsareshowninFigure4.(2003130)6、画示意图:TheirrigationorderandpositionofsprinklersarepresentedinFigure4.(2006127)ThisalgorithmcanbeviewedintheflowchartinFigure3.Wcdefinesomeoftheobjectsfoundinthechart.(2006164165)表表的格式:表头在上注:红字标记代表可通用的句子1、在表前对表的来源和数据进行说明例1InTable1,wesummarizetheminimumnumberofescortsneededtoreacheachservicelevel表的说明部分Foreachairport,thedifferencebetweentheGoodandAdequateservicelevelsisroughlyafactoroftwo,withslightlyincreasingreturnstoscale;withlargerscales,thestaffarespreadmoreuniformly,soitislesslikelythatajobwillcropupwithnobodyc1oseenoughtotakeit.例2表的说明部分(前面的说出数据的来源,然后筛选出比较代表性的数据进行说明)。Wedeterminedabsoluteandrelativecriticalityvaluesforeachcountryforwhichallthedatausedincomputingparameterswasavailable(108countries).Wethenusedrelativecriticalityinselectingourmostcriticalcountries,bycontinent.Hadweusedabsolutecriticalityitwouldhavegivenprecedencetolargenations,despitcrelativelymildHIV/AIDSsituations.例3Thetablebelowisthegeneratedirrigationschedulefortherepositioningofthesprinklers,given12-hourworkdayforarancher.Eachpipeissetinplacefor5hours.例4AndsomedataprocessingWecangettherelevantstatisticaldatainformationofpatientanddonorcharacteristicsforthesimulation.例5ThegraftsurvivalratesshowinthefollowingUNOSdataforkidneytransplantsintheU.S(basedonOPTNdataasof2006):2、在表后对表的内容进行说明例1Table9shows1inearfitparametersforal1threemodels.Notethatal1threemodelsarewel1describedbyalinearequation.例2Usingthecellularautomatamodel,wecomputewaitingtimeasafunctionofboththenumberoflanesandthenumberoftollbooths.Forafixed1.,wecompareal1VaIUeSofCtotalandchoosethelowestone.TheresultsofthismethodarepresentedinTable6.例3Accordingtotheabovedata,wccanseethatmanyoftheEuropeancountrieshavethehighratesofthedonor,particularlyinSpain.ThisphenomenonshowsthattheorgantransplantisalsohotinEurope.AlthoughtherelevantpoliciesandstatutesinthesecountriesarelesscomprehensivethanthatinU.S,therestillalotwhatU.Scould1earnfrom.Here,wemainlyanalyzetheorgantransplantpoliciesinSpain,U.KandKoreathisthreecountries.Thepopulationcontainedineachregionissummarizedintable1.(在表后对数据的内容进行总结)例4图表的说明部分AsindicatedinTable6,thereisfairlygoodagreementbetweentherecommendednumberofboothsforatypicaldayandforpeakhours.However,wenotethattheoptimalboothnumberforatypicaldayneverexceedsthatforrushhour.Rushhourseemstorequireslightlymoreboothsthanatypicaldayinorderfortheplazatooperatemostefficiently.EachvalueinTable6isrepresentativeofapproximately20trials.Throughthesetrials,Wenotedaremarkablestabilityinourmodel.Despitethestochasticnatureofouralgorithm,eachnumberoflaneswasalmostalwaysoptimizedtothesamenumberoftol!booths.Therewereahandfulofexceptions;theyoccurredexclusivelyforsma1numbersofhighwaylanes(3lanes).IntegervaluesarepresentedinTable6onlybecausefractionaltol!boothshavenophysicalmeaning.3、

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