01232cam0-22004331i-450-99000111750040332120050531155513.0000111750FED01000111750(Aleph)000111750FED0100011175020001205g19641966km-y0itay50------baengGBy-------001yyHandbook of vacuum physicsedited by A. H. BeckOxford [etc.]Pergamon Press1964-1966v.22 cm1.: Gases and vacua2.: Physical electronics3.: TechnologyIngegneriaTecnica62Beck,Arnold Hugh WilliamITUNINARICAUNIMARCBK99000111750040332140-054.03A16994FI140-054.01A16992FI140-054.0035028FI140-054.0015027FI140-054.02A16993FI140-054.0024312FI140-54A16991FI140-054.0054103FI140-054.0044102FI140-0544101FI1FI1Handbook of vacuum physics337464UNINA00913nam a2200241 i 450099100426493810753620230214173603.0140223s2004 fr a e 00100 fre 2868479928Bibl. Dip.le Aggr. Scienze Umane e Sociali - Sez. Studi Storici945.51Florence et la Toscane, XIVe-XIXe siècles :les dynamiques d'un État italien /sous la direction deJean Bouttier, Sandro Landi, Olivier Rouchon.Rennes :Presses universitaires de Rennes,2004461 p., [4] c. di tav.ill.24 cmHistoireFirenze <stato>PoliticaSec.14.-19.Toscana <Granducato>StoriaSec.14.-19.Boutier, JeanLandi, SandroRouchon, Olivier991004264938107536Florence et la Toscane, XIVe-XIXe siècles3375802UNISALENTO04657nam 2200685 a 450 991102046530332120200520144314.097866138865699781283574112128357411X97811183698901118369890978111836992011183699209781118369913111836991297811183799291118379926(CKB)2560000000090077(EBL)990959(OCoLC)821866018(SSID)ssj0000704953(PQKBManifestationID)11419622(PQKBTitleCode)TC0000704953(PQKBWorkID)10619554(PQKB)10718463(MiAaPQ)EBC990959(PPN)248871064(Perlego)1002287(EXLCZ)99256000000009007720120427d2012 uy 0engur|n|---|||||txtccrFinite elements computational engineering sciences /A.J. BakerHoboken, N.J. Wiley20121 online resource (289 p.)Description based upon print version of record.9781119940500 1119940508 Includes bibliographical references and index.Finite Elements: Computational Engineering Sciences; Contents; Preface; About the Author; Notations; 1 The Computational Engineering Sciences: an introduction; 1.1 Engineering Simulation; 1.2 A Problem-Solving Environment; 1.3 Weak Formulation Essence; 1.4 Decisions on Forming WSN; 1.5 Discrete WSh Implementations; 1.6 Chapter Summary; References; 2 Problem Statements: in the engineering sciences; 2.1 Engineering Simulation; 2.2 Continuum Mechanics Viewpoint; 2.3 Continuum Conservation Principle Forms; 2.4 Constitutive Closure for Conservation Principle PDEs2.5 Engineering Science Continuum MechanicsReferences; 3 Some Introductory Material: PDEs, BCs, solutions, discrete concepts; 3.1 Example Linear Heat Conduction Solutions; 3.2 Multidimensional PDEs, Separation of Variables; 3.3 Mathematical Foundation Essence for GWSN; 3.4 A Legacy FD Construction; 3.5 An FD Approximate Solution; 3.6 Lagrange Interpolation Polynomials; 3.7 Chapter Summary; Exercises; References; 4 Heat Conduction: an FE weak statement tutorial; 4.1 A Steady Heat Conduction Example; 4.2 Weak Form Approximation, Error Extremization5.6 Global Theory, Asymptotic Error Estimate5.7 Nonsmooth Data, Theory Generalization; 5.8 Temperature-Dependent Conductivity, Nonlinearity; 5.9 Static Condensation, p-Elements; 5.10 Chapter Summary; Exercises; Computer Labs; References; 6 Engineering Sciences, n = 1: GWSh {Nk(ζα)} implementations in the computational engineering sciences; 6.1 Introduction; 6.2 The Euler-Bernoulli Beam Equation; 6.3 Euler-Bernoulli Beam Theory GWSh Reformulation; 6.4 Timoshenko Beam Theory; 6.5 Mechanical Vibrations of a Beam; 6.6 Fluid Mechanics, Potential Flow; 6.7 Electromagnetic Plane Wave Propagation6.8 Convection-Radiation Finned Cylinder Heat Transfer6.9 Chapter Summary; Exercises; Computer Labs; References; 7 Steady Heat Transfer, n > 1: n = 2, 3 GWSh for D E+ BCs, FE bases, convergence, error mechanisms; 7.1 Introduction; 7.2 Multidimensional FE Bases and DOF; 7.3 Multidimensional FE Operations for {Nk(ζ α)}; 7.4 The NCk = 1,2 Basis FE Matrix Library; 7.5 NC Basis {WS}e Template, Accuracy, Convergence; 7.6 The Tensor Product Basis Element Family; 7.7 Gauss Numerical Quadrature, k = 1 TP Basis Library; 7.8 Convection-Radiation BC GWSh Implementation7.9 Linear Basis GWSh Template UnificationApproaches computational engineering sciences from the perspective of engineering applications Uniting theory with hands-on computer practice, this book gives readers a firm appreciation of the error mechanisms and control that underlie discrete approximation implementations in the engineering sciences. Key features: Illustrative examples include heat conduction, structural mechanics, mechanical vibrations, heat transfer with convection and radiation, fluid mechanics and heat and mass transportTakes a cross-discipline continuum mechanics viewpoiFinite element methodFinite element method.620.001/51825Baker A. J.1936-1675115MiAaPQMiAaPQMiAaPQBOOK9911020465303321Finite elements4418774UNINA