The Foundations of Mechanics and Thermodynamics [E-Book] : Selected Papers / by Walter Noll.
Noll, Walter, (author)
Berlin, Heidelberg : Springer, 1974
X, 326 p. online resource.
englisch
9783642658174
10.1007/978-3-642-65817-4
Full Text
Table of Contents:
  • Papers and Notes
  • 1. Eine Bemerkung zur Schwarzschen Ungleichheit
  • 2. On the Continuity of the Solid and Fluid States
  • 3. Die Herleitung der Grundgleichungen der Thermomechanik der Kontinua aus der statistischen Mechanik
  • 4. Verschiebungsfunktionen für elastische Schwingungsprobleme
  • 5. On the Uniqueness and Non-existence of Stokes Flow
  • 6. On the Rotation of an Incompressible Continuous Medium in Plane Motion
  • 7. On Exterior Boundary Value Problems in Linear Elasticity
  • 8. A Mathematical Theory of the Mechanical Behavior of Continuous Media
  • 9. The Foundations of Classical Mechanics in the Light of Recent Advances in Continuum Mechanics
  • 10. On Certain Steady Flows of General Fluids
  • 11. Helical Flow of General Fluids
  • 12. Conditions for Equilibrium at Negative Absolute Temperatures
  • 13. On the Thermostatics of Continuous Media
  • 14. An Approximation Theorem for Functional with Applications in Continuum Mechanics
  • 15. Recent Results in the Continuum Theory of Viscoelastic Fluids
  • 16. Foundations of Linear Viscoelasticity
  • 17. Normal Stresses in Second-order Viscoelasticity
  • 18. Steady Extension of Incompressible Simple Fluids
  • 19. Simple Fluids with Fading Memory
  • 20. Motions with Constant Stretch History
  • 21. La Mécanique Classique, Basée sur un Axiome d’Objectivité
  • 22. The Thermodynamics of Elastic Materials with Heat Conduction and Viscosity
  • 23. Material Symmetry and Thermostatic Inequalities in Finite Elastic Deformations
  • 24. Euclidean Geometry and Minkowskian Chronometry
  • 25. Proof of the Maximality of the Orthogonal Group in the Unimodular Group
  • 26. The Equations of Finite Elasticity
  • 27. The Foundations of Mechanics
  • 28. Space-Time Structures in Classical Mechanics
  • 29. Materially Uniform Simple Bodies with Inhomogeneities
  • 30. Inhomogeneities in Materially Uniform Simple Bodies
  • 31. Quasi-invertibility in a Staircase Diagram
  • 32. Representations of Certain Isotropic Tensor Functions
  • 33. On certain Convex Sets of Measures and on Phases of Reacting Mixtures
  • 34. Annihilators of Linear Differential Operators
  • 35. A New Mathematical Theory of Simple Materials
  • 36. Lectures on the Foundations of Continuum Mechanics and Thermodynamics.