000			04358nam a2200373 i 4500
001			42784
008			150504s2016 vaua b 001 0 eng c
010			_a2015944869
020			_a9781942270423 _qhardcover
020			_a1942270429 _qhardcover
035			_a(OCoLC)908375637
040			_aBTCTA _beng _erda _cBTCTA _dYDXCP _dBDX _dUPM _dOCLCO _dMUU _dOCLCO _dBAUN
049			_aBAUN_MERKEZ
050			_aTA345.5.C66 _bT33 2016
100	1		_aTabatabaian, Mehrzad
245	1	0	_aCOMSOL 5 for engineers / _cMehrzad Tabatabaian
264		1	_aDulles, Virginia : _bMercury Learning and Information _c[2016]
264		4	_c©2016.
300			_axiii, 312 pages : _billustrations ; _c24 cm. + _e1 CD ROM
336			_2rdacontent _atext _btxt
337			_2rdamedia _aunmediated _bn
338			_2rdacarrier _avolume _bnc
500			_aThe accompanying CD-ROM contains models which could be used/uploaded with the new software version of COMSOL 5
504			_aIncludes bibliographical references (pages [299]-301) and index
505	0	0	_tPreface _tAbout the Author _tChapter 1 Introduction to Finite Element Method _tOverview and Introduction _tFEM Background _tThe Ritz Method _tExample 1.1 Ritz method application-displacement of a cantilever beam _tFEM Formulation _tMatrix Approach _tExample 1.2 Analysis of a 2D truss _tGeneral Procedure for Global Matrix Assembly _tExample 1.3 Global matrix for triangular elements _tWeighted Residual Approach _tGalerkin Method _tShape Functions _tConvergence and Stability _tExample 1.4 Heat transfer in a slender steel bar _tExercises _tChapter 2 COMSOL 5 and Application Builder _tOverview _tCOMSOL 5 Desktop Interface _tCOMSOL 5 Modules _tCOMSOL 5 Model and Application Libraries and Tutorials _tApplication Builder and COMSOL Server™ _tExample 2.1 Building an app for Andrew's squeezing mechanism _tGeneral Guidelines for Building a Model with COMSOL _tChapter 3 Model _tExamples for Flexible Structures, Parts, and Assembly _tExample 3.1 Stress analysis for a thin plate under stationary loads _tExample 3.2 Dynamic analysis for a thin plate: Eigenvalues and modal shapes _tExample 3.3 Parametric study for a bracket assembly: 3D stress analysis _tExample 3.4 Buckling of a column with triangular cross section: Linearized buckling analysis _tExample 3.5 Static and dynamic analysis for a 2D bridge-support truss _tExample 3.6 Static and dynamic analysis for a 3D truss tower _tChapter 4 Model _tExamples for Internal Fluid Flows: Steady and Transient _tExample 4.1 Axisymmetric flow in a nozzle: Simplified water-jet _tExample 4.2 Swirl flow around a rotating disk: Laminar flow _tExample 4.3 Swirl flow around a rotating disk: Turbulent flow _tExample 4.4 Flow in a U-shape pipe with square cross-sectional area: Laminar flow _tExample 4.5 Double-driven cavity flow: Moving boundary conditions _tExample 4.6 Water Hammer model: Transient flow analysis _tExample 4.7 Static fluid mixer model _tChapter 5 Model _tExamples for Heat Transfer in Media: Steady and Transient _tExample 5.1 Heat transfer in a multilayer sphere _tExample 5.2 Heat transfer in a hexagonal fin _tExample 5.3 Transient heat transfer through a nonprismatic fin with convective cooling _tExample 5.4 Heat conduction through a multilayer wall with contact resistance _tChapter 6 Model _tExamples for Electrical Circuits and Generator _tExample 6.1 Modeling an RC electrical circuit _tExample 6.2 Modeling an RLC electrical circuit _tExample 6.3 Modeling a permanent magnet generator _tChapter 7 Model _tExamples for Complex-Multiphysics Systems _tExample 7.1 Stress analysis for an orthotropic thin plate _tExample 7.2 Thermal stress analysis and transient response of a bracket _tExample 7.3 Static fluid mixer with flexible baffles _tExample 7.4 Double pendulum motion: Multibody dynamics _tExample 7.5 Multiphysics model for thermoelectric modules _tExample 7.6 Acoustic pressure wave propagation in an automotive muffler _tExample 7.7 Viscous fluid damper with conjugate heat transfer _tExercises _tSuggested Further Readings _tTrademark References _tBibliography _tIndex
630	0	0	_aCOMSOL Multiphysics
650		0	_aEngineering _xData processing
650		0	_aEngineering _xMathematical models
650		0	_aEngineering _xComputer simulation
650		0	_aPhysics _xData processing
650		0	_aPhysics _xMathematical models
650		0	_aPhysics _xComputer simulation
942			_2lcc _cKT
999			_c41386 _d41386