Overview
Syllabus
Intro
MOTIVATION
BASIC MECHANISM
THEOREMA EGREGIUM
THE ELASTICA
WASTING LENGTH
SIMPLEST WRINKLING PROBLEM
ANOTHER WAY OF THINKING
WHAT HAPPENS BEYOND ONSET?
INSTABILITY ANALYSIS
A PROBLEM
SOME (SCHOOL) GEOMETRY
ESSENTIAL IDEA
APPLICATION TO EXPERIMENT
INTERPRETATION
LAMÉ PROBLEM: REVISITED
RECAP ON ISOMETRIES
FORCING GAUSSIAN CURVATURE
EXPERIMENTS
EVOLUTION OF STRESS
FINITE SHEET SIZE MATTERS
MEAN INTERFACIAL SHAPE
POKING FORCE
ENERGETIC STRUCTURE Why is curved shape allowed?
WRINKLE NUMBER
MIRROR BUCKLING
WHAT REALLY HAPPENS
THE WRINKLED SHAPE
INCREASE IN GAUSSIAN CURVATURE
WHITHER GAUSS?
VARIATIONAL PRINCIPLES
TAKE HOME MESSAGES
FUNDING ACKNOWLEDGMENTS
Taught by
Oxford Mathematics