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Light bends in new medium
Refraction
Snell’s Law
Refraction
Kerr Effect (in relation to black holes)
Refraction
Focal lengths of lenses
Refraction
Identity matrix in transfer matrix method
Refraction
Scaled difference between load and impedance
Refraction
Fraction of particles that do not tunnel thru barrier
Refraction
Light bounces
Reflection
Cannot happen to lenses
Reflection
= angle of incidence
Reflection
Telescopes w/ this are cheaper
Reflection
Wavefronts bend around obstacles
Diffraction
Bragg’s Law
Diffraction
Fraunhofer type
Diffraction
Rayleigh-Sommerfield theory
Diffraction
Huygens–Fresnel principle
Diffraction
“Knife-edge” type
Diffraction
Kirchoff's scalar theory of
Diffraction
Kossel and Kikuchi lines
Diffraction
Green’s identities
Diffraction
Cornu spiral
Diffraction
Babinet’s principle (more vague answer)
Diffraction
Rayleigh criterion
Diffraction
Angular resolution limited by
Diffraction
Airy disks (more vague)
Diffraction
Davisson-Germer experiment
Diffraction
Blaze angle
Diffraction
N * lambda = 2dsin(x)
Diffraction
“Near-field” and “far-field” regimes
Diffraction
Zone plates
Diffraction
Fresnel and Fraunhofer types
Diffraction
Used to study crystal structures
Diffraction
Bernal chart
Diffraction
Namesake “grating”
Diffraction
Littrow configuration
Diffraction
Young’s double-slit experiment
Diffraction
Arago spots
Diffraction
Used in x-ray crystallography
Diffraction
Occurs if Laue equations satisfied
Diffraction
Behaves identically for object and hole
Diffraction
1.22 * lambda / D
Diffraction
“Shadow zones”
Diffraction
namesake “Patterns”
Diffraction
Images downstream of where light bends thru hole
Diffraction Patterns
Interference causes light/dark bands in
Diffraction Patterns
Minimum intensity bands
Diffraction Patterns
Airy disks
Diffraction Patterns
Fourier transform of aperture
Diffraction Patterns
Babinet’s principle
Diffraction Patterns
Intensity given by square of sinc function
Diffraction Patterns
Subject of "reinterpretation principle" by Gerald Feinberg
Superluminality
“Apparent” version in Alcubierre drives
Superluminality
Scharnhorst effect
Superluminality
Worldline at less than 45 degrees to space axis in Minkowski diagram
Superluminality
Michelson-Morley experiment
Interference
Englert–Greenberger equation
Interference
“Which way” marker destroys
Interference
Breaking sound barrier
Supersonic
“Demon in the thin air”
Supersonic
Rearward shift in center of pressure and a tuck
Supersonic
“Compressibility” difficulties
Supersonic
Property of wave that describes direction of oscillation
Polarization
Refracted ray produced by light w/ __
Polarization
LCD monitors modify ___ to darken each pixel
Polarization
Malus’s Law
Polarization
2 pairs of Fresnel coefficients
Polarization
TE/TM type in alatomy w/ B and electric field
Polarization
Generated by moving point charge in Lienard-Wiechert potential
Light
Poynting vector is energy flux of
Light
Electric and magnetic fields perpendicular to
Light
Caused Ordovician-Silurian extinction
Gamma Ray Bursts
BATSE experiment
Gamma Ray Bursts
“Short” type is merger of binary neutron stars in kilonova
Gamma Ray Bursts
“Long” type caused by collapse of Wolf-Rayet stars
Gamma Ray Bursts
First detected by Vela satellites
Gamma Ray Bursts
“Third spatial derivative” term
Dispersion
“Amplitude” and “frequency” types
Dispersion
Namesake relations
Dispersion
Causes prisms to create rainbows
Dispersion
Use of BBM equation instead of Korteweg-De Vries equation
Dispersion
Probability quantified using namesake cross section
Scattering
Critical opalescence
Scattering
Fluctuations of __ due to Brownian motion
Scattering
4Pi/k is imaginary part
Scattering
“Deep inelastic” type
Scattering
Dimensionless parameter, alpha = piD/lambda
Scattering
“Make-before-___”
Break
Maximum power point of solar cell depends on voltage of
Break
Power stations quench arcs of ___ w/ sulfur hexafluoride
Break
RCDs perform in response to leakage
Break
I^2t component
Break
Contrasted with laminar flow
Turbulent Flow
high Reynolds numbers
Turbulent Flow
Boussinesq hypothesis
Turbulent Flow
Energy cascade from Richardson
Turbulent Flow
Three-Body Problem
Chaos
Positive Lyapunov exponent
Chaos
Illustrated by Lorenz Attractor
Chaos
Redefined to require topological transitivity
Chaos
“Laces” set named for Gaston Julia
Chaos