02032nam a22002297a 4500999001500000003000400015005001700019008004100036020001800077028002400095040002400119082002300143100002400166245003600190250000800226260004100234300000800275504136400283650001501647942001201662952012801674  c2203d2203OSt20190530110609.0190529b           ||||| |||| 00| 0 eng d  a0-471-62789-5  bProf. S. C. Bhaduri  aBSDUbEnglishcBSDU  a620.001515353bSEG  aSegerlind, Larry J   aApplied Finite Element Analysis  b2nd  aNew YorkbJohn Wiley and Sonscc1984  a427  aContents : 
Part ONE : Basic Concepts 
Chapter 1 Introduction
Chapter 2 : One-Dimensional linear Element
Chapter 3 : A Finite element Example 
Chapter 4 : Element matrics : Galerkin Formulation 
Chapter 5 : Two-DImensional Elements 
Chapter 6 : Coordinate Systems

Part TWO - Field Problems

Chapter 7 Two -Dimensional Field Equation 
Chapter 8 : TOrsion of Noncircular Sections
Chapter 9 : Derivative Boundary Conditions : Point Sources and Sinks
Chapter 10 : Irrotational Flow
Chapter 11 : Heat Transfer by Conduction and Convection
Chapter 12 : Acostical Vibrations 
Chapter 13 : Axisymmetric Field Problems 
Chapter 14 : Time -Dependent Field Problems ; Theoretical Considerations
Chapter 15 : Time-Dependent Field Problems : Practical Considerations 
Chapter 16 : Computer Program for Two -Dimensional Field Problems 
Chapter 17 : The Axial Force Member 
Chapater 18 : Element Matrices : Potential Energy Formulations 
Chapter 19 : The Truss element
Chapter 20 : A Beam Element 
Chapter 21 : A  Plane Frame Element 
Chapter 22 : Theory of Elasticity 
Chapter 23 : Two -Dimensional Elasticity 
Chapter 24 : Axisymmetric Elasticity 
Chapter 25 : Computer Programs for Structural and solid Mechanics 

Part FOUR : Linear and Quadratic Elements 

Chapter 26 : Element Shape Functions 
Chapter 27 : Element Matrices
Chapter 28 Isoparametric Computer Programs   aElectrical  2ddccBK  00102ddc4070aBSDUbBSDUcGENd2019-05-29l1o620.001515353 SEGpDB0144r2023-04-06 00:00:00s2023-03-21w2019-05-29yBK