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11—14 of 14 matching pages

11: Bibliography H
  • J. Hammack, D. McCallister, N. Scheffner, and H. Segur (1995) Two-dimensional periodic waves in shallow water. II. Asymmetric waves. J. Fluid Mech. 285, pp. 95–122.
  • J. Hammack, N. Scheffner, and H. Segur (1989) Two-dimensional periodic waves in shallow water. J. Fluid Mech. 209, pp. 567–589.
  • 12: Bibliography L
  • Lord Kelvin (1905) Deep water ship-waves. Phil. Mag. 9, pp. 733–757.
  • 13: 36.14 Other Physical Applications
    Diffraction catastrophes describe the (linear) wave amplitudes that smooth the geometrical caustic singularities and decorate them with interference patterns. … Diffraction catastrophes describe the connection between ray optics and wave optics. Applications include twinkling starlight, focusing of sunlight by rippling water (e. …, swimming-pool patterns), and water-droplet “lenses” (e. …
    14: Bibliography F
  • M. V. Fedoryuk (1989) The Lamé wave equation. Uspekhi Mat. Nauk 44 (1(265)), pp. 123–144, 248 (Russian).
  • C. Flammer (1957) Spheroidal Wave Functions. Stanford University Press, Stanford, CA.
  • V. Fock (1945) Diffraction of radio waves around the earth’s surface. Acad. Sci. USSR. J. Phys. 9, pp. 255–266.
  • C. K. Frederickson and P. L. Marston (1992) Transverse cusp diffraction catastrophes produced by the reflection of ultrasonic tone bursts from a curved surface in water. J. Acoust. Soc. Amer. 92 (5), pp. 2869–2877.
  • C. Fröberg (1955) Numerical treatment of Coulomb wave functions. Rev. Mod. Phys. 27 (4), pp. 399–411.