Wrinkling - Oxford Mathematics Research Seminar

Wrinkling - Oxford Mathematics Research Seminar

Oxford Mathematics via YouTube Direct link

FUNDING ACKNOWLEDGMENTS

33 of 33

33 of 33

FUNDING ACKNOWLEDGMENTS

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Classroom Contents

Wrinkling - Oxford Mathematics Research Seminar

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  1. 1 Intro
  2. 2 MOTIVATION
  3. 3 BASIC MECHANISM
  4. 4 THEOREMA EGREGIUM
  5. 5 THE ELASTICA
  6. 6 WASTING LENGTH
  7. 7 SIMPLEST WRINKLING PROBLEM
  8. 8 ANOTHER WAY OF THINKING
  9. 9 WHAT HAPPENS BEYOND ONSET?
  10. 10 INSTABILITY ANALYSIS
  11. 11 A PROBLEM
  12. 12 SOME (SCHOOL) GEOMETRY
  13. 13 ESSENTIAL IDEA
  14. 14 APPLICATION TO EXPERIMENT
  15. 15 INTERPRETATION
  16. 16 LAMÉ PROBLEM: REVISITED
  17. 17 RECAP ON ISOMETRIES
  18. 18 FORCING GAUSSIAN CURVATURE
  19. 19 EXPERIMENTS
  20. 20 EVOLUTION OF STRESS
  21. 21 FINITE SHEET SIZE MATTERS
  22. 22 MEAN INTERFACIAL SHAPE
  23. 23 POKING FORCE
  24. 24 ENERGETIC STRUCTURE Why is curved shape allowed?
  25. 25 WRINKLE NUMBER
  26. 26 MIRROR BUCKLING
  27. 27 WHAT REALLY HAPPENS
  28. 28 THE WRINKLED SHAPE
  29. 29 INCREASE IN GAUSSIAN CURVATURE
  30. 30 WHITHER GAUSS?
  31. 31 VARIATIONAL PRINCIPLES
  32. 32 TAKE HOME MESSAGES
  33. 33 FUNDING ACKNOWLEDGMENTS

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