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Archive for History of Exact Sciences

, Volume 21, Issue 3, pp 245–278 | Cite as

Optics and the theory of the punctiform ether

  • Jed Z. Buchwald
Article

Keywords

Ether 
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Bibliography

  1. Airy, George B., 1831a Mathematical Tracts. Cambridge.Google Scholar
  2. Airy, George B., 1831b “On the nature of the light in the two rays produced by the double refraction of quartz”, Camb. Phil. Soc. Trans. 4, 79–123 and 199–208.Google Scholar
  3. Ampère, A. M., 1835 “Note de M. Ampère sur la chaleur et sur la lumière considérées comme résultant de mouvemens vibratoires”, Ann. de Phys. et de Chim. 58, 432–44.Google Scholar
  4. Arnold, David, 1977 The Mécanique Physique of Siméon Denis Poisson: The Evolution and Isolation in France of His Approach to Physical Theory. Unpub. PhD. diss.: Toronto.Google Scholar
  5. Biot, J. B., 1815 “Phénomènes de polarisation successive observés dans les fluides homogènes”, Bull. Soc. Philo., 1815, 190–2.Google Scholar
  6. Born, M., & Huang, K., 1962 Dynamical Theory of Crystal Lattices. Oxford.Google Scholar
  7. Born, M., 1915 Dynamik der Kristallgitter. Leipzig.Google Scholar
  8. Bravais, A., 1850 “Les systèmes formés par des points distribués régulièrement sur un plan ou dans l'espace”, Jl. de l'Ecole Poly. 19, 1–128.Google Scholar
  9. Bravais, A., 1851 “Etudes cristallographiques”, Jl. de l'Ecole Poly. 20, 101–276.Google Scholar
  10. Brillouin, L., 1946 Wave Propagation in Periodic Structures. New York.Google Scholar
  11. Briot, C., 1859 “Sur la théorie mathématique de la lumière. Première partie: propagation de la lumière dans les milieux cristallisées”, Comptes Rendus 49, 888–92.Google Scholar
  12. Briot, C., 1860 “Sur la théorie mathématique de la lumière. Deuxième partie: polarisation circulaire”, Comptes Rendus 50, 141–5.Google Scholar
  13. Briot, C., 1863 “Note sur la théorie de la lumière”, Comptes Rendus 57, 866–8.Google Scholar
  14. Briot, C., 1864 Essais sur la Théorie Mathématique de la Lumière. Paris.Google Scholar
  15. Briot, C., 1869 Théorie Mécanique de la Chaleur. Paris.Google Scholar
  16. Cauchy, A., Œuvres complètes de Cauchy. 3 series. Paris, 1882–1975.Google Scholar
  17. Cauchy, A., 1827a “De la pression ou tension dans un corps solide”, Œuvres, s. 2, v. 7, 60–81.Google Scholar
  18. Cauchy, A., 1827b “Sur la condensation et la dilatation des crops solides”, Œuvres, s. 2, v. 7, 82–93.Google Scholar
  19. Cauchy, A., 1827c “Sur les rélations qui existent dans l'état d'équilibre d'un corps solide ou fluide entre les pressions ou tensions et les forces accélératrices”, Œuvres, s. 2, v. 7, 141–5.Google Scholar
  20. Cauchy, A., 1828a “Sur les équations qui expriment les conditions d'équilibre ou les lois du mouvement intérieure d'un corps solide, élastique ou non élastique”, Œuvres, s. 2, v. 8, 195–225.Google Scholar
  21. Cauchy, A., 1828b “Sur l'équilibre et le mouvement d'un système de points matériels sollicités par des forces d'attraction ou de répulsion mutuelle”, Œuvres, s. 2, v. 8, 227–51.Google Scholar
  22. Cauchy, A., 1828c “De la pression ou tension dans un système de points matériels”, Œuvres, s. 2, v. 8, 252–77.Google Scholar
  23. Cauchy, A., 1829 “Sur les équations différentielles d'équilibre ou de mouvement d'un système de points matériels sollicités par des forces d'attraction ou de répulsion mutuelle”, Œuvres, s. 2, v. 9, 162–73.Google Scholar
  24. Cauchy, A., 1830 “Mémoire sur la théorie de la lumière”, Œuvres, s. 2, v. 10, 119–33.Google Scholar
  25. Cauchy, A., 1836 “Mémoire sur la dispersion de la lumière”, Œuvres, s. 2, v. 10, 195–464.Google Scholar
  26. Cauchy A., 1839a “Mémoire sur la polarisation rectiligne et la double réfraction”, Œuvres, s. 1, v. 2, 111–166.Google Scholar
  27. Cauchy, A., 1839b “Mémoire sur la constitution des molécules intégrantes et sur les mouvements atomiques des corps cristallisées”, Œuvres, s. 1, v. 4, 516–20.Google Scholar
  28. Cauchy, A., 1839c “Mémoire sur les mouvements infiniment petits de deux systèmes de molécules qui se pénètrent mutuellement”, Œuvres, s. 1, v. 4, 344–69.Google Scholar
  29. Cauchy, A., 1839d “Mémoire sur la réflexion et la réfraction d'un mouvement simple transmis d'un système de molécules à un autre, chacun de ces deux systèmes étant supposés homogène et tellement constitué que la propagation des mouvements infiniments petits s'y effectue en tous sens suivant les mêmes lois”, Œuvres, s. 1, v. 4, 429–47.Google Scholar
  30. Cauchy, A., 1842a “Mémoire sur l'application de l'analyse mathématique à la recherche des lois générales observés par des physiciens, et, en particulier, sur les lois de la polarisation circulaire”, Œuvres, s. 1, v. 7, 200–211.Google Scholar
  31. Cauchy, A., 1842b “Mémoire sur les lois de la dispersion plane et de la dispersion circulaire dans les milieux isophanes”, Œuvres, s. 1, v. 7, 212–233.Google Scholar
  32. Cauchy, A., 1849a “Mémoire sur les vibrations d'un double système de molécules et de l'éther contenu dans un corps cristallisé”, Œuvres, s. 1, v. 2, 338–350.Google Scholar
  33. Cauchy, A., 1849b “Mémoire sur les systèmes isotropes des points matériels”, Œuvres, s. 1, v. 2, 351–386.Google Scholar
  34. Cauchy, A., 1850a “Mémoire sur les perturbations produites dans les mouvements vibratories d'un système de molécules par l'influence d'un autre système”, Œuvres, s. 1, v. 11, 202–211.Google Scholar
  35. Cauchy, A., 1850b “Mémoire sur la propagation de la lumière dans les milieux isophanes”, Œuvres, s. 1, v. 11, 211–220.Google Scholar
  36. Cauchy, A., 1850c, “Mémoire sur les vibrations de l'éther dans les milieux qui sont isophanes par rapport à une direction donnée”, Œuvres, s. 1, v. 11, 220–224.Google Scholar
  37. Earnshaw, S., 1839 “On the nature of the molecular forces which regulate the constitution of the luminiferous ether”, Camb. Phil. Soc. Trans. 7, 97–112.Google Scholar
  38. Earnshaw, S., 1842a “Reply to Professor Kelland's defence of the Newtonian law of molecular action”, Phil. Mag. 21, 437–44.Google Scholar
  39. Earnshaw, S., 1842b “On the theory of molecular action according to Newton's law: in reply to Professor Kelland”, Phil. Mag. 21, 340–2.Google Scholar
  40. Earnshaw, S., 1842c “On the motion of luminous waves in an elastic medium, consisting of a system of detached particles, separated by finite intervals”, Phil. Mag. 20, 370–3 and 21, 46–50.Google Scholar
  41. Earnshaw, S., 1842d “On the theory of the dispersion of light”, Phil. Mag. 20, 304–10.Google Scholar
  42. Earnshaw, S., 1842e “On the theory of the dispersion of light; in reply to Prof. Powell's note”, Phil. Mag. 21, 217–9.Google Scholar
  43. Fox, R., 1974 “The rise and fall of Laplacian physics”, Hist. Stud. Phys. Sci. 4, 89–136.Google Scholar
  44. Fresnel, A., Œuvres complètes, publiées par Mm. Henri de Sénarmont, Emile Verdet et Léonor Fresnel. 3 vols. Paris, 1866.Google Scholar
  45. Fresnel, A., 1819 “Mémoire sur la diffraction de la lumière”, published 1826, Œuvres, v. 1, 247–382.Google Scholar
  46. Fresnel, A., 1821 “Premier mémoire sur la double réfraction”, Œuvres, v. 2, 261–308.Google Scholar
  47. Fresnel, A., 1822a “Extrait du supplément au mémoire sur la double réfraction”, Œuvres, v. 2, 335–42.Google Scholar
  48. Fresnel, A., 1822b “Supplément au mémoire sur la double réfraction”, Œuvres, v. 2, 343–367.Google Scholar
  49. Fresnel, A., 1822c “Second supplément au mémoire sur la double réfraction”, Œuvres, v. 2, 369–442.Google Scholar
  50. Fresnel, A., “Second mémoire sur la double réfraction”, Œuvres, v. 2, 479–596.Google Scholar
  51. Fresnel, A., “Extrait du second mémoire sur la double réfraction”, Œuvres, v. 2, 473.Google Scholar
  52. Fresnel, A., 1822d “Extrait d'un mémoire sur la double réfraction particulière que présente le cristal de roche dans la direction de son axe”, Œuvres, v. 1, 719–29.Google Scholar
  53. Freudenthal, H., 1971 “Augustin-Louis Cauchy”, Dictionary of Scientific Biography 3, New York.Google Scholar
  54. Green, G., Mathematical Papers of George Green, ed. N. M. Ferrers, Reprinted New York, 1970.Google Scholar
  55. Green, G., 1838 “On the laws of the reflexion and refraction of light at the common surface of two non-crystallized media”, Papers, 243–90.Google Scholar
  56. Green, G., 1839 “On the propagation of light in crystallized media”, Papers, 291–311.Google Scholar
  57. Hamilton, W. R., 1838a “On the propagation of light in vacuo”, Brit. Assoc. Reports, 2–6.Google Scholar
  58. Hamilton, W.R., 1838b “On the propagation of light in crystals”, Brit. Assoc. Reports, 6.Google Scholar
  59. Hawkins, T., 1975 “Cauchy and the spectral theory of matrices”, Historia Mathematica 9, 1–29.Google Scholar
  60. Herivel, J. W., 1973 “The influence of Fourier on British mathematics”, Centaurus 17, 40–57.Google Scholar
  61. Kapoor, S. C., 1973 “Auguste Laurent”, Dictionary of Scientific Biography (New York) 8, 54–61.Google Scholar
  62. Kelland, P., 1836 “On the dispersion of light, as explained by the hypothesis of finite intervals”, Camb. Phil. Soc. Trans. 6, 153–84.Google Scholar
  63. Kelland, P., 1837 Theory of Heat. Cambridge and London.Google Scholar
  64. Kelland, P., 1842a “Remarks on a paper by Mr. O'Brien relative to the application of the undulatory theory to the explanation of dispersion”, Phil. Mag. 20, 373–7.Google Scholar
  65. Kelland, P., 1842b “Professor Kelland's vindication of himself against the charges of the Rev. M. O'Brien”, Phil. Mag. 21, 346–8.Google Scholar
  66. Kelland, P., 1842c “Reply to some objections against the theory of molecular action according to Newton's law”, Phil. Mag. 21, 124–30, 202–8, 263–70.Google Scholar
  67. Kelland, P., 1842d “On certain arguments adduced in the last number of the Philosophical Magazine”, Phil. Mag. 21, 422–3.Google Scholar
  68. Kelland, P., 1843a “Supplementary remarks relative to certain arguments against the theory of molecular action according to Newton's law”, Phil. Mag. 22, 116–20.Google Scholar
  69. Kelland, P., 1843b “On Mr. Earnshaw's reply to the defence of the Newtonian law of molecular action”, Phil. Mag. 22, 194–200.Google Scholar
  70. Laurent, A., 1844 “Sur la rotatiòn des plans de polarisation dans les mouvements infiniment petits d'un système de sphéroïdes”, Comptes Rendus 18, 936–40.Google Scholar
  71. Lloyd, H., Miscellaneous Papers Connected with Physical Science. London, 1877.Google Scholar
  72. Lloyd, H., 1834 “Report on the progress and present state of physical optics”, Brit. Assoc. Reports: Papers, 19–148.Google Scholar
  73. Lloyd, H., 1841 Lectures on the Wave Theory of Light. Dublin.Google Scholar
  74. Lubbock, J.W., 1838 “On the wave-surface in the theory of double refraction”, Phil. Mag. 12, 47–8.Google Scholar
  75. MacCullagh, J., Collected Works, ed. J. H. Jellet & S. Haughton. Dublin, 1880.Google Scholar
  76. MacCullagh, J., 1836 “On the laws of the double refraction of quartz”, Works, 63–74.Google Scholar
  77. MacCullagh, J., 1841a “Notes on some points in the theory of light”, Works, 194–217.Google Scholar
  78. Macullagh, J., 1841b “An essay towards a dynamical theory of crystalline reflexion and refraction”, Works, 145–84.Google Scholar
  79. L'abbé Moigno, 1847 Répertoire d'Optique Moderne. Paris.Google Scholar
  80. O'Brien, M., 1842a “On the propagation of luminous waves in the interior of transparent bodies”, Phil. Mag. 30, 201–16.Google Scholar
  81. O'Brien, M., 1842b “A reply to some observations of Professor Kelland in the Philosophical Magazine for May, 1842”, Phil. Mag. 30, 484–7.Google Scholar
  82. O'Brien, M., 1843a ‘A reply to Professor Kelland's observations in the Philosophical Magazine for November, 1842”, Phil. Mag. 22, 21–4.Google Scholar
  83. O'Brien, M., 1843b “On the possibility of accounting for the absorption of light, by supposing it due to the motion of particles of matter”, Camb. Phil. Soc. Trans. 8, 27–30.Google Scholar
  84. O'Brien, M., 1844 “On the propagation of waves in a resisted fluid; with a new explanation of the dispersion and absorption of light, and other optical phenomena”, Phil. Mag. 25, 326–34 and 521–8.Google Scholar
  85. O'Brien, M., 1847 “On the symbolical equation of vibratory motion of an elastic medium, whether crystallized or uncrystallized”, Camb. Phil. Soc. Trans. 8, 508–23.Google Scholar
  86. Olson, R., 1975 Scottish Philosophy and British Physics, 1750–1880: A Study in the Foundations of the Victorian Scientific Style. Princeton.Google Scholar
  87. Powell, B., 1835a “An abstract of the essential principles of M. Cauchy's view of the undulatory theory, leading to an explanation of the dispersion of light; with remarks”, Phil. Mag. 6, 16–25, 107–13, 189–93, 262–7.Google Scholar
  88. Powell, B., 1835b “Researches towards establishing a theory of the dispersion of light”, Phil. Trans. Roy. Soc., 249–54.Google Scholar
  89. Powell, B., 1836 “Remarks on the formula for the dispersion of light”, Phil. Mag. 9, 116–9.Google Scholar
  90. Powell, B., 1837a “Researches towards establishing a theory of the dispersion of light”, Phil. Trans. Roy. Soc., 19–24.Google Scholar
  91. Powell, B., 1837b “On the dispersion of light”, Brit. Assoc. Reports, 18–19.Google Scholar
  92. Powell, B., 1838a “Researches towards establishing a theory of the dispersion of light”, Phil. Trans. Roy. Soc., 67–72.Google Scholar
  93. Powell, B., 1838b–1840 “Remarks on the theory of the dispersion of light as connected with polarization”, Phil. Trans. Roy. Soc., 253–64 and 157–9.Google Scholar
  94. Powell, B., 1839 “Observations on some points in the theory of the dispersion of light”, Phil. Mag. 14, 261–8.Google Scholar
  95. Powell, B., 1841a “On certain points in the theory of undulations, related to the hypothesis of the symmetrical arrangement of the molecules”, Phil. Mag. 18, 161–72.Google Scholar
  96. Powell, B., 1841b A General and Elementary View of the Undulatory Theory as applied to the Dispersion of Light and Some Other Subjects. London.Google Scholar
  97. Saint-Venant, B. de, 1872 “Sur les diverses manières de présenter la théorie des ondes lumineuses”, Ann. de Phys. et de Chim. 25, 335–81.Google Scholar
  98. Sarrau, E., 1867–1868 “Sur la propagation et la polarisation de la lumière dans les cristaux”, Jl. de math. pures et appliquées (Liouville) 12, 1–46 and 13, 59–110.Google Scholar
  99. Silliman, R. H., 1967 Augustin Fresnel (1788–1827) and the Establishment of the Wave Theory of Light. Unpub. PhD. diss.: Princeton.Google Scholar
  100. Stokes, G. G., 1845 “On the theories of the internal friction of fluids in motion, and of the equilibrium and motion of elastic bodies”, Camb. Phil. Soc. Trans. 8, 287–319.Google Scholar
  101. Stokes, G. G., 1862 “Report on double refraction”, Brit. Assoc. Reports, 253–82.Google Scholar
  102. Tovey, J., 1838 “Continuation of researches in the undulatory theory”, Phil. Mag. 12, 10–14.Google Scholar
  103. Tovey, J., 1839 “Researches in the undulatory theory of light, continued; on the elliptical polarization produced by quartz”, Phil. Mag. 14, 169–74.Google Scholar
  104. Tovey, J., 1839–1840 “Researches in the undulatory theory of light, continued: On the absorption of light”, Phil. Mag. 15, 450–5 and 16, 181–5.Google Scholar
  105. Whewell, W., 1837 History of the Inductive Sciences. 2 vols. London.Google Scholar
  106. Whittaker, E. T., 1910 A History of the Theories of Aether and Electricity. London.Google Scholar
  107. Wilson, D. B., 1968 The Reception of the Wave Theory of Light by Cambridge Physicists (1820–1850): A Case Study In the Nineteenth-Century Mechanical Philosophy. Unpub. PhD. diss.: Johns Hopkins University.Google Scholar
  108. Wise, N., 1977 The Flow Analogy to Electricity and Magnetism. Unpub. PhD. diss.: Princeton University.Google Scholar

Copyright information

© Springer-Verlag 1980

Authors and Affiliations

  • Jed Z. Buchwald
    • 1
  1. 1.Institute for History and Philosophy of Science & TechnologyUniversity of TorontoCanada

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