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简介：ThispaperestablishesthevelocityfieldandtheadequateshearstresscorrespondingtothemotionofanOldroyd-BfluidbetweentwoinfinitecoaxialcircularcylindersbymeansoffiniteHankeltransforms.Theflowofthefluidisproducedbytheinnercylinderwhichappliesatime-dependentlongitudinalshearstresstothefluid.Theexactanalyticalsolutions,presentedinseriesformintermsofBesselfunctions,satisfyallimposedinitialandboundaryconditions.ThegeneralsolutionscanbeeasilyspecializedtogivesimilarsolutionsforMaxwell,secondgradeandNewtonianfluidsperformingthesamemotion.Finally,somecharacteristicsofthemotionaswellastheinfluenceofthematerialparametersonthebehaviorofthefluidmotionaregraphicallyillustrated.

简介：我们使用Ringel大厅代数学途径为在Xi被描绘的类型B2的量组学习正规基础元素[12]。然而，我们的途径在那里简化几计算。

简介：AtrackreconstructionprogramCATSbasedonacellularautomatonhasbeendevelopedforthevertexdetectorsystemoftheHERA-BexperimentatDESY,AsegmentmodelofthecellularautomationusedfortrackingcanberegardedaslocaldiscreteformoftheDenby-Petersonneuralnet.Since1999CATShasbeenusedtoreconstructdatacollectedinHERA-B.Resultsonthetrackingperformance,andaccuracyofestimatesandcomputingtimearepresented.

简介：给出了n阶带形状参数的三角多项式T-Bézier基函数.由带形状参数的三角多项式T-Bézier基组成的带形状参数的T-Bézier曲线,可通过改变形状参数的取值而调整曲线形状,随着形状参数的增加,带形状参数的T-Bézier曲线将接近于控制多边形,并且可以精确表示圆、螺旋线等曲线.阶数的升高,形状参数的取值范围将扩大.

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简介：科学CCD器件的广泛应用是在复杂的驱动器研制的基础上发展的，随着过去那种采用标准TTL电路构成系统的积木式电路设计方法的摒弃以及大规模可编程器件的逐渐使用，带来了数字电路设计的革命；

简介：Moleculardynamics(MD)simulationswereperformedtostretchtherectangulargraphenesheetsdopedwithsilicon,nitrogenorboronatoms.Young’smodulus,ultimatestress(strain)andenergyabsorptionweremeasuredforthegraphenesheetswiththedopingconcentration(DC)rangingfrom0to5%.Theemphasiswasplacedonthedistincteffectsofeachindividualdopantonthefundamentalmechanicalpropertiesofgraphene.TheresultsindicatedthatincorporatingthedopantsintographeneledtoanalmostlineardecreaseinYoung’smodulus.Monotonicreductionsinultimatestrength,ultimatestrainandenergyabsorptionwerealsoobserved.Suchdopingeffectswerefoundtobemostsignificantforsilicon,lesspronouncedforboron,andsmallornegligiblefornitrogen.Theoutputsprovideanimportantguidanceforthedevelopmentandoptimizationofnovelnanoscaledevices,andfacilitatethedevelopmentofgraphene-basedM/NEMS.

简介：LetMbeapositivequaternionicKhlermanifoldofdimension4m.Wealreadyshowedthatifthesymmetryrankisgreaterthanorequalto[m/2]+2andthefourthBettinumberb_4isequaltoone,thenMisisometrictoHP~(m).Thegoalofthispaperistoreportthatwecanimprovethelowerboundofthesymmetryrankbyoneforhighereven-dimensionalpositivequaternionicKahlermanifolds.Namely,itisshowninthispaperthatifthesymmetryrankofMwithb_4(M)=1isgreaterthanorequaltom/2+1form≥10,thenMisisometrictoHP~m.OneofthemainstrategiesofthispaperistoapplyamoredelicateargumentofFrankeltypetopositivequaternionicKhlermanifoldswithcertainsymmetryrank.

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简介：TheintrinsicphysicalrelationshipofvorticitybetweenmodesAandBinthethree-dimensionalwaketransitionisinvestigated.Directnumericalsimulationsfortheflowpastasquare-sectioncylinderarecarriedoutatReynoldsnumbersof180and250,associatedwithmodesAandB,respectively.Basedontheanalysisofspacialdistributionsofvorticityinthenearwake,characteristicsoftheverticalvorticityinmodesAandBareidentified.Moreover,therelationshipofthreevorticitycomponentswithspecificsignsissummarizedintotwosignlaws,asintrinsicphysicalrelationshipsbetweentwoinstabilitymodes.Bythetheoryofvortex-inducedvortex,suchtwosignlawsconfirmthattherearetwoandonlytwokindsofvortex-sheddingpatternsinthenearwake,justcorrespondingtomodesAandB.Inbrief,alongthefreestreamdirection,modeAcanbedescribedbytheparallelsheddingverticalvorticeswiththesamesign,whilemodeBisdescribedbytheparallelsheddingstreamwisevorticeswiththesamesign.Finally,itisfoundoutthatthe-typevortexisabasickindofvortexstructureinbothmodesAandB.

简介：二新自然杂环的混合物bretschneiderazinesA(2)和B(3)的灵巧的合成，从Bretschneiderasinensis的茎的一篇摘录孤立，被报导。我们作为关键步骤与硫和光气由指导lithiation和顺序的处理采用了benzamide的环合反应。所有新混合物充分借助于红外，1HNMR，13CNMR，和HRMS被描绘了。

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简介：设图G是一个简单图，图G的补图记为^-G，如果G的谱都是整数，就称G是整谱图．鸡尾酒会图CP（n）=K2n-nK2（K2n是2n阶完全图）和完全图Kα都是整谱图．本文确定了图类^-αKα∪βCP（b）中的所有整谱图．

简介：这篇论文首先学习复杂矩阵方程X-AXB=C的答案，借助于典型多项式获得方程的一个明确的答案，然后学习四元数矩阵方程X-AX波浪字符B=C描绘矩阵方程的一个答案的存在，并且借助于四元数矩阵的真正的代表在明确的形式导出矩阵方程的靠近形式的答案。这篇论文也把应用给复杂矩阵方程X-A(X酒吧)B=C。

简介：在本文中，给定一组有序空间数据点列及每个数据点的切矢向量，利用加权二次有理Bézier曲线对数据点作插值曲线，使该曲线具有C^2连续性，并且权因子只是对相应顶点曲线附近产生影响，同调整两个相邻的权因子可以调整这两个相邻顶点之间的曲线和它的控制多边形．