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008			081223s2005 nyua |b 000 0 eng
020			_a0387262601 (alk. paper)
020			_a038726261X (ebook)
039		9	_a201402040115 _bVLOAD _c201007310951 _dmalmash _c200812231329 _dNoora _c200812231328 _dNoora _y200812230957 _zNoora
050	0	0	_aTA405 _b.M512 2005
245	0	0	_aMechanics of material forces / _cedited by Paul Steinmann, Gérard A. Maugin.
260			_aNew York : _bSpringer, _c2005.
300			_axv, 337 p. : _bill. ; _c24 cm.
440		0	_aAdvances in mechanics and mathematics ; _v11 _954175
504			_aIncludes bibliographical references.
505			_aPreface Contributing Authors Part I. 4d Formalism 1. On establishing balance and conservation laws in elastodynamics (George Herrmann, Reinhold Kienzler) 2. From mathematical physics to engineering science (Gerard A. Maugin) Part II. Evolving Interfaces 3. The unifying nature of the configurational force balance (Eliot Fried, Morton E. Gurtin) 4. Generalized Stefan models (Alexandre Danescu) 5. Explicit kinetic relation from first principles (Lev Truskinovsky, Anna Vainchtein) Part III. Growth & Biomechanics 6. Surface and bulk growth unified (Antonio DiCarlo) 7. Mechanical and thermodynamical modelling of tissue growth using domain derivation techniques (Jean Francois Ganghoffer) 8. Material forces in the context of biotissue remodelling (Krishna Garikipati, Harish Narayanan, Ellen M. Arruda, Karl Grosh, Sarah Calve) Part IV. Numerical Aspects 9. Error-controlled adaptive finite element methods in nonlinear elastic fracture mechanics (Marcus Ruter, Erwin Stein) 10. Material force method. Continuum damage & thermo-hyperelasticity (Ralf Denzer, Tina Liebe, Ellen Kuhl, Franz Josef Barth, Paul Steinmann) 11. Discrete material forces in the finite element method (Ralf Mueller, Dietmar Gross) 12. Computational spatial and material settings of continuum mechanics. An arbitrary Lagrangian Eulerian formulation (Ellen Kuhl, Harm Askes, Paul Steinmann) Part V. Dislocations & Peach-Koehler-Forces 13. Self-driven continuous dislocations and growth (Marcelo Epstein) 14. Role of the non-Riemannian plastic connection in finite elastoplasticity with continuous distribution of dislocations (Sanda Cleja-Tigoiu) 15. Peach-Koehler forces within the theory of nonlocal elasticity (Markus Lazar) Part VI. Multiphysics & Microstructure 16. On the material energy-momentum tensor in electrostatics and magnetostatics (Carmine Trimarco) 17. Continuum thermodynamic and variational models for continua with microstructure and material inhomogeneity (Bob Svendsen) 18. A crystal
520			_aThis book covers new theoretical and numerical developments in the mechanics of material forces. Conceptually speaking, common continuum mechanics in the sense of Newton - which gives rise to the notion of spatial (mechanical) forces - considers the response to variations of spatial placements of physical particles with respect to the ambient space, whereas continuum mechanics in the sense of Eshelby - which gives rise to the notion of material (configurational) forces - is concerned with the response to variations of material placements of physical particles with respect to the ambient material. Well-known examples of material forces are driving forces on defects like the Peach-Koehler force, the J-Integral in fracture mechanics, and energy release. The consideration of material forces goes back to the works of Eshelby, who investigated forces on defects; therefore this area of continuum mechanics is sometimes denoted Eshelbian mechanics.
650		0	_aStrength of materials. _97228
650		0	_aStrains and stresses. _952263
650		0	_aMechanics, Applied. _96927
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999			_c26209 _d26209