Non-equilibrium Theory for Non-ergodic Systems Based on Time-and-Space Averaging

Non-equilibrium Theory for Non-ergodic Systems Based on Time-and-Space Averaging

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Topology

27 of 32

27 of 32

Topology

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Non-equilibrium Theory for Non-ergodic Systems Based on Time-and-Space Averaging

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  1. 1 Introduction
  2. 2 Main topic
  3. 3 Geometric picture
  4. 4 Topological changes
  5. 5 Droplet coalescence
  6. 6 Geometric representation
  7. 7 Ergotic theory
  8. 8 Nonergotic systems
  9. 9 What if the ergotic hypothesis doesnt hold
  10. 10 Discontinuities
  11. 11 Spatial heterogeneity
  12. 12 Scaleconsistent thermodynamics
  13. 13 Deviation terms
  14. 14 Simple example
  15. 15 More complicated example
  16. 16 Substituting thermal energy
  17. 17 Maxwells demon
  18. 18 Conservation of energy
  19. 19 Relative permeability
  20. 20 Energy barriers
  21. 21 Diffusive length scale
  22. 22 Energy conservation
  23. 23 homogenization
  24. 24 Darcys law
  25. 25 Crosscoupling terms
  26. 26 Simulations
  27. 27 Topology
  28. 28 Pressure fluctuations
  29. 29 Stationary vs nonstationary
  30. 30 Summary
  31. 31 Frequency dependence
  32. 32 Maxwell demon

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