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.8.2.2 - 8.2.4ii fringe visibility, V = | gamma_perp |: Sec.8.2.2iii degree of temporal coherence == degree of longitudinalcoherence, gamma_||: Sec.8.2.6b coherence time (Sec.8.2.3), coherence length (Sec.8.2.6), volume ofcoherence (Sec.8.2.8)c interferogram and spectrum: Sec.8.2.7d intensity coherence and correlations: Sec.8.62 Van Cittert-Zernike Theorem (coherence as Fourier transform of angularintensity distribution and spectrum): Sec.8.2.2a as special case of Wiener-Khintchine Theorem: Ex.8.7E Optical Instruments1 Lens: Fig.6.3, Fig.6.5a geometric-optics analysis: Fig.6.3, Fig.6.5b Fourier-optics analysis: Sec.7.5, Fig.7.112 Refracting telescope: Ex.6.93 Optical cavity:a geometric-optics analysis: Ex.6.10b as Fabry-Perot interferometer: Sec.8.4.2c in interferometric gravitational-wave detector: Sec.8.54 Optical fiber:a geometric-optics analysis: Ex.6.5b Fourier-optics analysis - Gaussian beam: Ex.7.85 Diffraction grating: Sec.7.2, Fig.7.46 Zone Plate, Fresnel Lens: Sec.7.47 Phase Contrast Microscope: Sec.7.5, Fig.7.128 Young's slits: Sec.8.2.19 Michelson interferometer: Sec.8.2.710 Michelson stellar interferometer: Sec.8.2.5 11 Fourier transform spectrometer: Sec.8.2.712 Radio interferometer: Sec.8.3a earth-rotation aperture synthesis: Sec.8.3.1b closure phase: Sec.8.3.313 Interfaces, mirrors, beam splitters:a Reciprocity relations for transmission and reflection: Sec.8.4.1, Ex.8.9b Antireflection coating: Ex.8.1014 Etalon: Sec.8.4.1a finesse: Sec.8.4.115 Fabry-Perot interferometer: Sec.8.4.216 Fabry-Perot spectrometer: Sec.8.4.2a chromatic resolving power: Sec.8.4.217 Sagnac interferometer: Ex.8.1118 Interferometric gravitational-wave detector: Sec.8.519 Hanbury-Brown-Twiss intensity interferometer: Sec.8.620 Hologram and holography: Sec.9.3a Compact disks: Ex.9.321 Frequency doubling crystals: Secs.9.5.4, 9.6.1; Ex.9.822 Phase Conjugating mirrors: Secs.9.4, 9.6.2; Fig.9.10, Ex.9.923 Light Squeezing device: Ex.9.10VII Nonlinear PhysicsA Resonant Wave-Wave mixing: Chap 91 Via nonlinear dielectric susceptibilities: Sec.9.52 Use of anisotropy to counteract dispersion: Sec.9.5.4, Ex.9.63 Holography: Sec.9.3a Use in compact disks: Ex.9.34 Phase Conjugation: Secs.9.4, 9.6.2; Fig.9.10, Ex.9.95 Frequency doubling: Sec.9.5.4, 9.6.1; Ex.9.86 Light Squeezing: Ex.9.10VIII Computational techniquesA Tensor analysis1 Without a coordinate system, abstract notation: Secs.1.3 and 1.92 Index manipulations in Euclidean 3-space and in spacetimea Tools introduced; slot-naming index notation: Sec's 1.5, 1.7 &1.9b Used to derive standard 3-vector identities: Exercise 1.15B Two-lengthscale expansions: Box 2.21 Solution of Boltzmann transport equation in diffusion approximation:Sec.2.82 Semiclosed systems in statistical mechanics: Sec.3.23 Statistical independence of subsystems: Sec.3.44 As foundation for geometric optics: Sec 6.3C Matrix and propagator techniques for linear systems1 Paraxial geometric optics: Matrix methods: Sec.6.42 Paraxial Fourier optics (finite wavelengths): Propagator methods: Sec.7.5D Statistical physics:1 Computation of fundamental potentials (or partition functions) via sumover states: Secs.3.8, 4.3; Exercise 3.62 Renormalization group: Sec.4.63 Monte carlo: Sec.4.7 [ Pobierz całość w formacie PDF ]