简介:Overthepastfiveyears,wehavebeenmakingeffortstodevelopapracticalandpredictivetooltoexploreforgiantoredepositsinhydrothermalsystems.Towardsthisgoal,asignificantprogresshasbeenmadetowardsabetterunderstandingofthebasicphysicalandchemicalprocessesbehindorebodyformationandmineralizationinhydrothermalsystems.
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简介:Theproblemofstabilizingmultipleindependentlinearsystemssharingonecommonnetworkcableispresentedandsolved.Boththequantizationandtimesequencingarestudiedinthefieldofcontrolovernetworksbyprovidingtheformulatedstabilizingsufficientconditionwhichillustratestherelationshipbetweenthesysteminstability,quantizationandtimesequencing,andthedatarateisalsopresentedintermsofthequantizationandtimesequencing.Anumericalexampleisgiventoillustratetheresult.
简介:the process management,its information management would become necessary for the need of development in the information era. In fact,process operation management
简介:Traditionalbiomechanicalanalysesofhumanmovementaregenerallyderivedfromlinearmathematics.Whilethesemethodscanbeusefulinmanysituations,theydonotdescribebehaviorsinhumansystemsthatarepredominatelynonlinear.Forthisreason,nonlinearanalysismethodsbasedonadynamicalsystemsapproachhavebecomemoreprevalentinrecentliterature.Theseanalysistechniqueshaveprovidednewinsightsintohowsystems(1)maintainpatternstability,(2)transitionintonewstates,and(3)aregovernedbyshort-andlong-term(fractal)correlationalprocessesatdifferentspatio-temporalscales.Thesedifferentaspectsofsystemdynamicsaretypicallyinvestigatedusingconceptsrelatedtovariability,stability,complexity,andadaptability.Thepurposeofthispaperistocompareandcontrastthesedifferentconceptsanddemonstratethat,althoughrelated,thesetermsrepresentfundamentallydifferentaspectsofsystemdynamics.Inparticular,wearguethatvariabilityshouldnotuniformlybeequatedwithstabilityorcomplexityofmovement.Inaddition,currentdynamicstabilitymeasuresbasedonnonlinearanalysismethods(suchasthefinitemaximalLyapunovexponent)canreveallocalinstabilitiesinmovementdynamics,butthedegreetowhichtheselocalinstabilitiesrelatetoglobalposturalandgaitstabilityandtheabilitytoresistexternalperturbationsremainstobeexplored.Finally,systematicstudiesareneededtorelateobservedreductionsincomplexitywithaginganddiseasetotheadaptivecapabilitiesofthemovementsystemandhowcomplexitychangesasafunctionofdifferenttaskconstraints.
简介:Thepotentialsofmulti-scaledesignthatcombinesbothnanoscaleandmicroscalemechanismsforbiocatalysisinvolvingmultipleenzymesandcofactor(s)areexamined.Performanceofthesecomplexsystemsdependsonproperinteractionsamongtheenzymesandcofactor(s).Inthiswork,nanoparticle-basedmultipleenzymesandtetheredcofactoraredesignedtostimulatesuchinteractions.Furthermore,thenanostructuresareencapsulatedinmicrocapsuleswithmembranespossessingporesthatarecomparabletothesizeofnanoparticles.Whilethenanoparticlesarethe'motor'driving.thecomplexreactionsinsidethecapsules,thenano-sizedporesofthemicrospheresallowefficientmoleculardiffusionforrapidreactantsupplyandproductremoval.Themicrocapsulescanthenbeusedinformofpackedbedorsuspensionreactorsforlarge-scaleindustrialoperations.Themulti-leveldesignprovidesthemechanismformatchingreactionandmasstransferrates,andforoptimizingthevolumetricproductivity.Thisstudyshowcasesaninterestingconceptwhichentailsinteractionsamongnanostructuredmultipleenzymesandcofactor,theintegrationofcomplexnano-scalecatalyticstructuresintomicro-scaleandthenindustrialprocess-scalesystemsforlong-termcontinuousoperations.
简介:Abstract.Thesingularlyperturbedproblemsforellipticsystemsinunboundeddomainsareconsidered.Undersuitableconditionsandbyusingthecomparisontheoremtheexistenceandasymptoticbehaviorofsolutionfortheboundaryvalueproblemsstudied,
简介:Firstly,weuseNeharimanifoldandMountainPassLemmatoproveanexistenceresultofpositivesolutionsforaclassofnonlocalellipticsystemwithKirchhofftype.ThenamultiplicityresultisestablishedbycohomologicalindexofFadellandRabinowitz.Wealsoconsiderthecriticalcaseandproveexistenceofpositiveleastenergysolutionwhentheparameterβissufficientlylarge.
简介:Inthispaper,accordingtotheformoftheasymptoticsolutionofpapers[1,2],theasymptoticmethodisextendedtothefollowingaclassofmoregeneralstrongnonlinearvibrationsystems(?)+g(x,(?))=(?)f(x,(?))(0.1)wheregandfarethenonlinearanalytical-functionsofxandx,and(?)>0isasmallparameter.Weassumethatthederivativesystemcorrespondingto(?)=0hasperiodicsolution.Therecurrenceequationsoftheasymptoticsolutionforthesystem(0.1)arededucedinthispaper,andtheyareappliedtopracticalexamples.
简介:Inthispaper,theproblemofconsensusforcontinuoustimesingularsystemsofmulti-agentnetworksisconsidered.Thedefinitionofr-consensusisintroducedforsingularsystemsofmulti-agentnetworks.Firstly,linearsystemswithalgebraicconstraintsareconsidered,andthecorrespondingresultsaboutconsensusandaverage-consensusarederived.Thenr-consensusandconsensusproblemsofsingularsystemsareinvestigated.Sufficientconditionsofr-consensusandconsensusareobtained,respectively.Finally,anillustrativeexampleisgiventoshowtheeffectivenessoftheproposedmethod.
简介:有在相反的方向驾驶的二种粒子的系统的结构的进化,即,由颜色域开车,被分子的动力学模拟调查。Gaussian自动调温器,在系统限制粒子的热速度的一个普通处理,被使用了以便说明热的驱散并且允许系统到达一个稳定的状态。随驱动力(F)的力量的增加,系统从一个开始随机的混合状态经历明显的结构的转变到分开的小巷并且在每条小巷描绘的一个状态,这被发现了仅仅一个种粒子存在。分析证明为小巷结构的形成的原因是F而且粒子磨擦的变化的增加不仅系数。当使用Gaussian自动调温器时,粒子磨擦系数成为F的功能。增加的F导致高粒子磨擦系数并且不可避免地为足够强壮的驱动力导致小巷形成。当在磨擦系数上提起F的效果并且选择一个经常的磨擦系数时,我们的结果显示出那因为在那里的给定的F总是存在比系统将比哪个发展成小巷结构高的磨擦系数的批评的值。
简介:Itisanimportanttasktoanalyzethescheduleriskinaprojectmanagement.Asasemi-constructedornon-constructedcomplexsystem,therearemanydifficultiesinthequantitativeanalysisoftheschedulerisk(SRA).Thepaperintegratesintelligenttechniquestoobtainmassivebasicdatarequiredintheriskanalysisprocess.ItgreatlyimprovestheprecisionandefficiencyoftheSRA.Inaddition,thepaperpresentsamechanismandarchitectureoftheintegratedintelligentsystems.Finally,theconcludingremarksareprovidedforbasicdataacquisitionintheSRA.