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  1. B Hilbert Space Average under Microcanonical Conditions

    We consider a space with the Cartesian coordinates {η AB ab ,ξ AB...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  2. 6 Outline of the Present Approach

    As already indicated we want to derive the properties of thermodynamic quantities from non-relativistic quantum mechanics, i.e., from starting with a...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  3. 7 System and Environment

    In a typical thermodynamic situation we consider a bipartite system with the larger part being called “environment” or “container”, c, whereas the...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  4. 13 Pressure

    Technically one could introduce pressure within classical statistical mechanics as an observable, i.e., as a function of the micro state. The...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  5. 21 Summary and Conclusion

    This book essentially had two intentions: to define what precisely thermodynamic behavior should be and to show that a certain class of bipartite...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  6. 5 The Program for the Foundation of Thermodynamics

    For a foundation of thermodynamics it is tempting to give an abstract but, nevertheless, intuitively appealing definition of entropy, such as:...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  7. A Hyperspheres

    In the following we consider an n tot -dimensional Cartesian space with the coordinates {...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  8. 3 Basics of Thermodynamics and Statistics

    After having introduced some central concepts, results, and equations from quantum mechanics, we will now present the main definitions and laws of...
    J. Gemmer, M. Michel, G. Mahler in Quantum Thermodynamics
    Chapter
  9. Method of Invariant Grids

    The method of invariant grids is developed for a grid-based computation of invariant manifolds.
    Alexander N. Gorban, Ilya V. Karlin in Invariant Manifolds for Physical and Chemical Kinetics
    Chapter
  10. Mathematical Notation and Some Terminology

    – The operator L from space W to space E: L : W → E
    Alexander N. Gorban, Ilya V. Karlin in Invariant Manifolds for Physical and Chemical Kinetics
    Chapter
  11. References

    Alexander N. Gorban, Ilya V. Karlin in Invariant Manifolds for Physical and Chemical Kinetics
    Chapter
  12. Invariance Equation in Differential Form

    Definition of invariance in terms of motions and trajectories assumes, at least, existence and uniqueness theorems for solutions of the original...
    Alexander N. Gorban, Ilya V. Karlin in Invariant Manifolds for Physical and Chemical Kinetics
    Chapter
  13. Entropy, Quasiequilibrium, and Projectors Field

    Projection operators Py contribute both to the invariance equation (3.2), and to the film extension of the dynamics (4.5). Limiting results, exact...
    Alexander N. Gorban, Ilya V. Karlin in Invariant Manifolds for Physical and Chemical Kinetics
    Chapter
  14. Probing the Parity and Spin State

    Classification into classes of superconductors with singlet and triplet pairing, respectively, needs information on the parity and spin state of the...
    Chapter
  15. Probing the Vortices: Lattice Symmetry and Internal Structure

    A spatial variation of the superconducting properties occurs when a magnetic field is present perpendicular to the surface of a type-II...
    Chapter
  16. Cu-Mg-Si (Copper - Magnesium - Silicon)

    This document is part of Subvolume A4 'Light Metal Systems. Part 4: Selected Systems from Al-Si-Ti to Ni-Si-Ti' of Volume 11 'Ternary Alloy Systems -...
    Chapter
  17. Basic Theoretical Concepts

    Superconductivity is the phenomenon of dissipationless transport which occurs in many metals at su.ciently low temperatures. Metals in the...
    Chapter
  18. Optical Techniques for Local Measurement

    Optical measurement techniques are well suited to many heat transfer problems, insofar as they are non-contact and generally non-invasive. Far-field...
    Stefan Dilhaire, Danièle Fournier, Gilles Tessier in Microscale and Nanoscale Heat Transfer
    Chapter
  19. Molecular Dynamics

    The aim in this Chapter is to show how molecular dynamics can be used to study conductive heat transfer in matter in terms of an atomic description...
    Chapter
  20. Introduction to Radiative Transfer

    The aim of this Chapter is to introduce concepts and methods for modelling radiative transfer on short length scales. Electromagnetic radiation...
    Chapter
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