美赛论文LaTeX模板.docx
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美赛论文LaTeX模板.docx
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美赛论文LaTeX模板
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\begin{document}
\begin{CJK*}{GBK}{song}
\CJKtilde
\title{\bf\yihaoAviationBaggageScreening\\{\&}FlightSchedule}
\author{}
\date{}
\maketitle
\section{Introduction}
FollowingtheterroristattacksonSeptember11,2001,thereis
intenseinterestinimprovingthesecurityscreeningprocessfor
airlinepassengersandtheirbaggage.Airlinesandairportsare
consideredhigh-threattargetsforterrorism,soaviationsecurity
iscrucialtothesafetyoftheair-travellingpublic.Bombsand
explosiveshavebeenknowntobeintroducedtoaircraftbyhold
baggageandcargo,carriedonbypassengers,andhiddenwithin
aircraftsupplies.
AtpresentToScreenorNottoScreen,thatisaHobson'schoice.
USCurrentlawsmandate100{\%}screeningofallcheckedbagsatthe429
passengerairportsthroughoutthenationbyexplosivedetectionsystems
(EDS)bytheendoftheDec312003.However,becausethemanufacturersare
notabletoproducetheexpectednumberofEDSrequiredtomeetthefederal
mandate,soitissignificanttodeterminethecorrectnumberofdevices
deployateachairport,andtotakeadvantageofthemeffectively.
TheTransportationSecurityAdministration(TSA)needsacomplicated
analysisonhowtoallocatelimiteddeviceandhowtobestusethem.
OurpapercontainsthemathematicalmodelstodeterminethenumberofEDSs
andflightschedulesforallairportsinMidwestRegion.Wealsodiscussthe
ETDdevicesastheadditionalsecuritymeasuresandthefuturedevelopment
ofthesecuritysystems.
\section{AssumptionandHypothesis}
\begin{itemize}
\itemThepassengerswhowillgetonthesameairplanewillarriveuniformly,namelythedistributionisflat.
\itemThedetectionsystems,bothEDSandETD,operateallthetimeduringpeakhour,exceptdowntime.
\itemTheairlinechecksthepassengersrandomly,accordingtoitsclaim.
\itemThepassengers,whoarejustlandingandleaveout,donothavetobecheckedthroughEDSorETD.
\itemAccordingtotheliterature,theaircraftloadsapproximatelyequalamongthesetsofdepartingflightduringthepeakhour.
\itemThelandingflightdidnotaffectthedepartureoftheplane.
\itemOnceapassengerarrives,hecangotoEDStobechecked,excepthehastowaitinline.
\itemOncepassengersfinishscreening,theycanbroadontheplaneinnotime.
\itemDuringpeakhours,asetofflightsdepartsatthesametimeeverythesameminutes.
\itemAlltherunwaysareusedasmuchaspossibleduringpeakhours.
\itemThemaximumnumberofthebaggageistwo,whichapassengercancarryonplane.[L]
\itemThedetectionmachineexaminesthebagsatthesamespeed.
\itemEDScannotmakemistakesthatitdetectanormalobjectasanexplosive.
\end{itemize}
\section{VariableandDefinition}
\begin{longtable}{p{100pt}p{280pt}}
\caption{Variables}\\%第一页表头的标题
\endfirsthead%第一页的标题结束
\caption{(continued)}\\%第二页的标题
\endhead%第二页的标题结束
\hline\hline
\textbf{Symbol}&\textbf{Description}\\
\hline
$n_{ij}$&Theairplanenumberofthe$i^{\mathrm{th}}$typeinthe$j^{\mathrm{th}}$flightset\\
\hline
${NP}_i\:
(i=1,2,\ldots)$&Thenumberofpassengersoneachairplanesofthesametype.\\
\hline
$\xi_{ij}\:
(i,j=1,2,\cdots)$&Thenumberofbaggageoneachairplaneofthe$j^{\mathrm{th}}$flights\\
\hline
$a$&Themaximalnumberofairplanestype\\
\hline
$B_j^{set}$&Thetotalbaggagenumberofeachsetofflight\\
\hline
${NF}_i$&Numberofairplanesofeachtype\\
\hline
$\bar{\rho}$&Themeanvalueofpassengers'baggagecomingperminuteineveryflightset\\
\hline
$N_{set}$&Thenumberofflightsets\\
\hline
$B_{total}$&Thetotalnumberofcheckedbaggageduringthepeakhour\\
\hline
$H_{peak}$&Thelengthofthepeakhour\\
\hline
$T_{set}$&Thetimelengthduringwhicheachflightset'spassengerswaittobechecked\\
\hline
$\Deltat$&Thetimeintervalbetweentwoconsecutiveflightset\\
\hline
$N_{EDS}$&ThenumberofalltheEDSs\\
\hline
$N_{shadow}$&Thenumberofflightsetswhosepassengerswillbemixedupbeforebeingchecked\\
\hline
$v_{EDS}$&ThenumberofbaggagecheckingbyoneEDSperminute\\
\hline
$\rho_j$&Thenumberofpassengers'baggagecomingperminuteinoneflightset\\
\hline
$N_{runway}$&Thenumberofanairport'srunway\\
\hline\\*[-2.2ex]
${\bar{B}}^{set}$&Themeanvalueofcheckedbaggagenumberofeveryflightset\\
\hline
$M$&Thesecuritycost\\
\hline\hline
\label{tab1}
\end{longtable}
\subsubsection{Definition:
}
\begin{description}
\item[Flightset]Agroupofflightstakeoffatthesametime
\item[Thelengthofpeakhour]Thetimebetweenthefirstsetofflightandthelastset
\end{description}
\section{BasicModel}
Duringapeakhour,manyplanesandmanypassengerswoulddepart
fromairports.Therefore,Itisdifficulttoarrangeforthe
passengerstoenterairports.IftherearenotenoughEDSsfor
passengers'baggagetocheck,itwilltaketoolongtimeforthem
toenter.Thatwouldresultinthedelayofairplanes.Onthe
contrary,iftherearetoomanyEDSs,itwillbeawaste.Itis
ourtasktofindasuitablenumberofEDSsforairport.Inorder
toreachthisobjective,weusethelinearprogrammingmethodto
solveit.
\subsection{Baseanalysis}
Theairplanesareoccupiedatleastpartly.Thepassengers'
baggagewouldbecheckedbyEDSsbeforetheygetontheairplanes.
Wehaveassumedthateverypassengercarrytwobaggages.This
assumptionwouldsimplifytheproblem.Accordingtothedatafrom
theproblemsheet,wecanobtaintheusefulinformationthat
airlinesclaim20{\%}ofthepassengersdonotcheckanyluggage,
20{\%}checkonebag,andtheremainingpassengerschecktwobags.
Therefore,wecangainthetotalnumberofpassengers'baggage
thatshouldbecarriedononeplane:
$\xi_{ij}$.Moreover,wecan
gettheequationthatcalculate$\xi_{ij}$:
\[
\xi_{ij}={NP}_i\times20\%+{NP}_i\times60\%\times2
\]
Wedefinethematrixbelowasairplanebaggagenumbermatrix:
\[
\overset{\rightharpoonup}{\xi}_j=\left[\xi_{1j}\quad\xi_{2j}\quad\cdots\quad\xi_{ij}\quad\cdots\right]
\]
Wedefinethematrixbelowasflightschedulematrix:
\[
\left[\begin{array}{llcl}
n_{11}&n_{12}&\cdots&n_{1N_{set}}\\
n_{21}&n_{22}&
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