Library Hours
Monday to Friday: 9 a.m. to 9 p.m.
Saturday: 9 a.m. to 5 p.m.
Sunday: 1 p.m. to 9 p.m.
Naper Blvd. 1 p.m. to 5 p.m.

LEADER 00000cam a2200757 i 4500 
003    OCoLC 
005    20240129213017.0 
006    m     o  d         
007    cr ||||||||||| 
008    190611t20202020nju     ob    001 0 eng   
010      2019024518 
015    GBC014617|2bnb 
016 7  019645952|2Uk 
019    1131862736 
020    9781119600954|q(electronic book) 
020    1119600952|q(electronic book) 
020    1119600944|q(electronic book) 
020    9781119600923|q(electronic book) 
020    1119600928|q(electronic book) 
020    9781119600947|q(electronic bk.) 
020    |q(hardcover) 
020    |q(hardcover) 
024 8  16309233 
029 1  AU@|b000065816558 
029 1  CHNEW|b001077245 
029 1  CHVBK|b582552354 
029 1  UKMGB|b019645952 
029 1  AU@|b000069704339 
029 1  AU@|b000072395390 
035    (OCoLC)1104907695|z(OCoLC)1131862736 
037    9781119600954|bWiley 
040    DLC|beng|erda|epn|cDLC|dOCLCO|dOCLCF|dYDX|dEBLCP|dDG1|dYDX
       |dYUS|dN$T|dUKMGB|dOCLCQ|dN9V|dS2H|dOCLCO|dOCLCQ|dOCLCO 
042    pcc 
049    INap 
082 00 620.1001/51564 
082 00 620.1001/51564|223 
099    eBook O'Reilly for Public Libraries 
100 1  Taroco, Edgardo O.|q(Edgardo Omar),|d1935-|eauthor. 
245 10 Introduction to the variational formulation in mechanics :
       |bfundamentals and applications /|cEdgardo O. Taroco, 
       Pablo J. Blanco, and Raúl A. Feijóo, HeMoLab - 
       Hemodynamics Modeling Laboratory, LNCC/MCTIC - National 
       Laboratory for Scientific Computing, Brazil, INCT-MACC - 
       National Institute of Science and Technology in Medicine 
       Assisted by Scientific Computing, Brazil.|h[O'Reilly 
       electronic resource] 
250    First edition. 
264  1 Hoboken, NJ :|bJohn Wiley & Sons,|c2020. 
264  4 |c©2020 
300    1 online resource (xvii, 588 pages) 
336    text|btxt|2rdacontent 
337    computer|bn|2rdamedia 
338    online resource|bnc|2rdacarrier 
504    Includes bibliographical references and index. 
505 0  Intro; Title Page; Copyright Page; Contents; Preface; Part
       I Vector and Tensor Algebra and Analysis; Chapter 1 Vector
       and Tensor Algebra; 1.1 Points and Vectors; 1.2 Second-
       Order Tensors; 1.3 Third-Order Tensors; 1.4 Complementary 
       Reading; Chapter 2 Vector and Tensor Analysis; 2.1 
       Differentiation; 2.2 Gradient; 2.3 Divergence; 2.4 Curl; 
       2.5 Laplacian; 2.6 Integration; 2.7 Coordinates; 2.8 
       Complementary Reading; Part II Variational Formulations in
       Mechanics; Chapter 3 Method of Virtual Power; 3.1 
       Introduction; 3.2 Kinematics; 3.2.1 Body and Deformations;
       3.2.2 Motion: Deformation Rate. 
505 8  3.2.3 Motion Actions: Kinematical Constraints3.3 Duality 
       and Virtual Power; 3.3.1 Motion Actions and Forces; 3.3.2 
       Deformation Actions and Internal Stresses; 3.3.3 
       Mechanical Models and the Equilibrium Operator; 3.4 Bodies
       without Constraints; 3.4.1 Principle of Virtual Power; 
       3.4.2 Principle of Complementary Virtual Power; 3.5 Bodies
       with Bilateral Constraints; 3.5.1 Principle of Virtual 
       Power; 3.5.2 Principle of Complementary Virtual Power; 3.6
       Bodies with Unilateral Constraints; 3.6.1 Principle of 
       Virtual Power; 3.6.2 Principle of Complementary Virtual 
       Power. 
505 8  3.7 Lagrangian Description of the Principle of Virtual 
       Power3.8 Configurations with Preload and Residual 
       Stresses; 3.9 Linearization of the Principle of Virtual 
       Power; 3.9.1 Preliminary Results; 3.9.2 Known Spatial 
       Configuration; 3.9.3 Known Material Configuration; 3.10 
       Infinitesimal Deformations and Small Displacements; 3.10.1
       Bilateral Constraints; 3.10.2 Unilateral Constraints; 3.11
       Final Remarks; 3.12 Complementary Reading; Chapter 4 
       Hyperelastic Materials at Infinitesimal Strains; 4.1 
       Introduction; 4.2 Uniaxial Hyperelastic Behavior; 4.3 
       Three-Dimensional Hyperelastic Constitutive Laws. 
505 8  4.4 Equilibrium in Bodies without Constraints4.4.1 
       Principle of Virtual Work; 4.4.2 Principle of Minimum 
       Total Potential Energy; 4.4.3 Local Equations and Boundary
       Conditions; 4.4.4 Principle of Complementary Virtual Work;
       4.4.5 Principle of Minimum Complementary Energy; 4.4.6 
       Additional Remarks; 4.5 Equilibrium in Bodies with 
       Bilateral Constraints; 4.5.1 Principle of Virtual Work; 
       4.5.2 Principle of Minimum Total Potential Energy; 4.5.3 
       Principle of Complementary Virtual Work; 4.5.4 Principle 
       of Minimum Complementary Energy; 4.6 Equilibrium in Bodies
       with Unilateral Constraints. 
505 8  4.6.1 Principle of Virtual Work4.6.2 Principle of Minimum 
       Total Potential Energy; 4.6.3 Principle of Complementary 
       Virtual Work; 4.6.4 Principle of Minimum Complementary 
       Energy; 4.7 Min-Max Principle; 4.7.1 Hellinger-Reissner 
       Functional; 4.7.2 Hellinger-Reissner Principle; 4.8 Three-
       Field Functional; 4.9 Castigliano Theorems; 4.9.1 First 
       and Second Theorems; 4.9.2 Bounds for Displacements and 
       Generalized Loads; 4.10 Elastodynamics Problem; 4.11 
       Approximate Solution to Variational Problems; 4.11.1 
       Elastostatics Problem; 4.11.2 Hellinger-Reissner 
       Principle. 
520    "This book was written intermittently over the period 
       between 1980 and 2016 with an aim to provide students 
       attending the courses organized by the authors, and 
       particularly for the graduate students at the National 
       Laboratory for Scientific Computing (LNCC), with the 
       foundational material of Mechanics using a variational 
       tapestry. It is the result of the knowledge acquired and 
       divulged by E.O.T and R.A.F. since the LNCC was 
       established, which was initiated with the creation of the 
       Laboratory of Computing (LAC) of the Brazilian Center for 
       Research in Physics (CBPF) in 1977, through the foundation
       of the Laboratory for Scientific Computing (LCC) in 1980, 
       its conversion into the category of a national laboratory 
       (LNCC) in 1982 and the definitive move to the city of 
       Petrópolis in 1998"--|cProvided by publisher. 
588 0  Online resource; title from digital title page (viewed on 
       January 23, 2020). 
590    O'Reilly|bO'Reilly Online Learning: Academic/Public 
       Library Edition 
650  0 Mechanics, Applied|xMathematics. 
650  6 Mécanique appliquée|xMathématiques. 
650  7 Mechanics, Applied|xMathematics|2fast 
700 1  Blanco, Pablo J.|q(Pablo Javier),|d1979-|eauthor. 
700 1  Feijóo, R.|q(Raul),|eauthor. 
776 08 |iPrint version:|aTaroco, Edgardo O. (Edgardo Omar), 1935-
       |tIntroduction to the variational formulation in 
       mechanics.|bFirst edition.|dHoboken, NJ : Wiley, 2020
       |z9781119600909|w(DLC)  2019024517 
856 40 |uhttps://ezproxy.naperville-lib.org/login?url=https://
       learning.oreilly.com/library/view/~/9781119600909/?ar
       |zAvailable on O'Reilly for Public Libraries 
938    ProQuest Ebook Central|bEBLB|nEBL5986244 
938    EBSCOhost|bEBSC|n2318937 
938    YBP Library Services|bYANK|n300976890 
994    92|bJFN