Thu 24 May 2007
| 3rd Cent bc | Euclid of Alexandria | (325-265 bc) | |
|---|---|---|---|
| writes, among many other works, Optics, dealing with vision theory and perspective. | |||
| 1st Cent bc | |||
| Chinese fortune tellers begin using loadstone to construct their divining boards, eventually leading to the first compasses. (Mentioned in Wang Ch’ung’s Discourses Weighed in the Balance around 83 B.C.) | |||
| 1st Cent | |||
| South-pointing divining boards become common in China. | |||
| 2nd Cent | Claudius Ptolemy | (87-150) | |
| writes on optics, deriving the law of reflection from the assumption that light rays travel in straight lines (from the eyes), and tries to establish a quantitative law of refraction. | |||
| 2nd Cent | Hero of Alexandria | ||
| writes on the topics of mirrors and light. | |||
| 3rd Cent | |||
| True compasses come into use in China. | |||
| 6th Cent | |||
| Discovery that loadstones could be used to magnetize small iron needles. | |||
| 11th Cent | Abu Ali al-Hasan ibn al-Haitam (Alhazen) | (965-1039) | |
| writes Kitab al-manazir (translated into Latin as Opticae thesaurus Alhazeni in 1270) on optics, dealing with reflection, refraction, lenses, parabolic and spherical mirrors, aberration and atmospheric refraction. | |||
| 11th Cent | |||
| Iron is magnetized by heating it to red hot temperatures and cooling while in south-north orientation. | |||
| 1086 | Shen Kua | (1031-1095) | |
| writes Dream Pool Essays and makes the first reference to compasses used in navigation. | |||
| 1150s | |||
| An anonymous author penned the earliest explicit reference to magnets per se, in Roman d’Enéas. | |||
| 1190s | Alexander Neckam | (1157–1217) | |
| writes De naturis rerum. It is the first western reference to compasses used for navigation. | |||
| 13th Cent | Robert Grosseteste | (1168-1253) | |
| writes De Iride and De Luce on optics and light, experimenting with both lenses and mirrors. | |||
| 13th Cent | Roger Bacon | (1214-1294) | |
| is the first to try to apply geometry to the study of optics. He also makes some brief notes on magnetism. | |||
| 13th Cent | Pierre de Maricourt, a.k.a. Petri Pergrinus | (1269) | |
| writes Letter on the magnet of Peter the Pilgrim of Maricourt to Sygerus of Foucaucourt, Soldier, the first western analysis of polar magnets and compasses. He also demonstrates in France the existence of two poles of a magnet by tracing the directions of a needle laid on to a natural magnet. | |||
| 13th Cent | Erazmus Ciolek Witelo | (1230-1275) | |
| writes Perspectiva around 1270, treating geometric optics, including reflection and refraction. He also reproduces the data given by Ptolemy on optics, though was unable to generalize or extend the study. | |||
| 13th Cent | Theodoric of Freiberg | (1250-1310) | |
| working with prisms and transparent crystalline spheres, formulates a sophisticated theory of refraction in raindrops which is close to the modern understanding, though it did not become very well known. (Descartes presents a nearly identical theory roughly 450 years later.) | |||
| 13th Cent | |||
| Eyeglasses, convex lenses for the far-sightedness were first invented in or near Florence (as early as the 1270’s). Concave lenses for the near-sightedness appeared in the late 15th century. | |||
| 16th Cent | Girolamo Cardano | (1501-1576) | |
| elaborates the difference between amber and loadstone. | |||
| 1558 | Giambattista della Porta | (1535-1615) | |
| publishes his major work, Magia naturalis, analyzing, among many other things, magnetism. | |||
| 1600 | William Gilbert | (1544-1603) | |
| after 18 years of experiments with loadstones, magnets and electrical materials, finishes his book De Magnete. The work included: the first major classification of electric and non-electric materials; the relation of moisture and electrification; showing that electrification effects metals, liquids and smoke; noting that electrics were the attractive agents (as opposed to the air between objects); that heating dispelled the attractive power of electrics; and showing the earth to be a magnet. | |||
| 1606 | |||
| della Porta is the first to describe the heating effects of light rays. | |||
| 1618 | Francesco Maria Grimaldi | (1618-1663) | |
| discovers diffraction patterns of light and becomes convinced that light is a wave-like phenomenon. The theory is given little attention. | |||
| 1621 | Willebrord van Roijen Snell | (1580-1626) | |
| experimentally determines the law of angles of incidence and reflection for light and for refraction between two media. | |||
| 1629 | Nicolo Cabeo | (1585-1650) | |
| publishes his observations on electrical repulsion, noting that attracting substances may later repel one another after making contact. | |||
| 1637 | René Descartes | (1596-1650) | |
| publishes his Dioptics and On Meteors as appendices to his Discourse on a Method, detailing a theory of refraction and going over a theory of rainbows which, while containing nothing essentially new, encouraged experimental exploration of the subject. | |||
| 1644 | |||
| Descartes’ Principia philosophiae, describing magnetism as the result of the mechanical motion of channel particles and their displacements, and proposing the absence of both void and action at a distance. | |||
| 1646 | Thomas Browne | (1605–1682) | |
| coins the term electricity in his Pseudodoia Epidemica. | |||
| 1657 | Pierre de Fermat | (1601-1665) | |
| formulates the principle of least time for understanding the way in which light rays move. | |||
| 1660 | Otto von Guericke | (1602-1686) | |
| builds the first electrical machine, a rotating frictional generator. | |||
| 1661 | |||
| Fermat is able to apply his principle of least time to understand the refractive indices of different materials. | |||
| 1664 | Robert Hooke | (1635-1703) | |
| puts forth a wave theory of light in his Micrographia, considering light to be a very high speed rectilinear propagation of longitudinal vibrations of a medium in which individual wavelets spherically spread. | |||
| 1665 | |||
| Grimaldi’s Prysico-mathesis de lumine coloribus et iride describes experiments with diffraction of light and states his wave theory of light. | |||
| 1669 | Erasmus Bartholin | (1625-1698) | |
| publishes A Study of Iceland Spar, about his discovery of double refraction. | |||
| 1675 | Robert Boyle | (1627-1691) | |
| writes Experiments and Notes about the Mechanical Origin or Production of Particular Qualities. | |||
| 1676 | Ole Christensen Römer | (1644-1710) | |
| demonstrates the finite speed of light via observations of the eclipses of the satellites of Jupiter, although he does not calculate a speed for light. His results were not widely accepted. | |||
| 1677 | Christiaan Huyghens | (1629-1695) | |
| extends the wave theory of light in his work Treatise on Light, unpublished until 1690. | |||
| 1687 | Sir Isaac Newton | (1642-1727) | |
| notes magnetism to be a non-universal force and derives an inverse cubed law for two poles of a magnet. | |||
| 1690 | |||
| Huyghens formulates his wave theory of light in Traité de la Lumière, giving the first numerical quote for the speed of light, usually attributed to Römer, of 3.0 x 108 m/s. | |||
| 1704 | |||
| Newton’s research on light culminates in the publication of his Optics, describing light both in terms of wave theory and his corpuscular theory. | |||
| 1709 | Francis Hauksbee | (1666-1713) | |
| publishes Physico-Mechanical Experiments on various subjects. | |||
| 1728 | James Bradley | (1693-1762) | |
| discovers the phenomenon of steller aberration, confirming earlier suggestions by Römer that the speed of light is finite. | |||
| 1729 | Stephen Gray | (1670-1736) | |
| shows static electricity to be transported via substances, especially metals. | |||
| 1733 | Charles-Francois de Cisternai du Fay | (1698-1739) | |
| discovers that electric charges are of two types and that like charges repel while unlike charges attract. | |||
| 1745 | Ewald Jürgen Georg von Kleist | (1700-1748) | |
| invents the Leyden jar for storing electric charge. | |||
| 1746 | William Watson | (1715-1789) | |
| suggests conservation of electric charge. | |||
| 1746 | Jean Antoine Nollet | (1700–1770) | |
| publishes Essai sur l’electricité des corps. | |||
| 1747 | Benjamin Franklin | (1706-1790) | |
| proposes that electricity be modeled by a single fluid with two states of electrification, materials have more or less of a normal amount of electric fluid, independently proposing conservation of electric charge, and introducing the convention of describing the two types of charges as positive and negative. | |||
| 1747 | |||
| Watson passes electrical charge along a two mile long wire. | |||
| 1750 | John Michell | (1724-1793) | |
| demonstrates that the action of a magnet on another can be deduced from an inverse square law of force between individual poles of the magnet, published in his work, A Treatise on Artificial Magnets. | |||
| 1759 | Franz Ulrich Theodosius Aepinus | (1724-1802) | |
| publishes An Attempt at a Theory of Electricity and Magnetism, the first book applying mathematical techniques to the subject. | |||
| 1764 | Johannes Karl Wilcke | (1732-1796) | |
| invents the electrophorus, a device which can produce relatively large amounts of electric charge easily and repeatedly. | |||
| 1766 | Joseph Priestley | (1733-1804) | |
| deduces the inverse square law for electric charges using the results of experiments showing the absence of electrical effects inside a charged hollow conducting sphere. | |||
| 1772 | Henry Cavendish | (1731-1810) | |
| publishes, An Attempt to Explain some of the Principal Phenomena of Electricity, by Means of an Elastic Fluid. | |||
| 1775 | Alessandro Guiseppe Antonio Anastasio Volta | (1745-1827) | |
| invents an electrometer, a plate condenser and the electrophorus. | |||
| 1777 | Charles Augustin de Coulomb | (1736-1806) | |
| research sets a new direction in research into electricity and magnetism. | |||
| Early 1780s | Luigi Galvani | (1737-1798) | |
| uses the response of animal tissue to begin studies of electrical currents produced by chemical action rather than from static electricity. The mechanical response of animal tissue to contact with two dissimilar metals is now known as galvanism. | |||
| 1785 | |||
| Coulomb independently invents the torsion balance to confirm the inverse square law of electric charges. He also verifies Michell’s law of force for magnets and also suggests that it might be impossible to separate two poles of a magnet without creating two more poles on each part of the magnet. | |||
| 1799 | |||
| Volta shows that galvanism is not of animal origin but occurred whenever a moist substance is placed between two metals. This discovery eventually leads to the “Volta pile” a year later, the first electric batteries. | |||
| 1800 | |||
| Volta writes a paper on electricity by contact. | |||
| 1801 | Thomas Young | (1773-1829) | |
| work on interference revives interest in the wave theory of light. He also accounts for the recently discovered phenomenon of light polarization by suggesting that light is a vibration in the aether transverse to the direction of propagation. | |||
| 1801 | Johann Georg von Soldner | (1776-1833) | |
| makes a calculation for the deflection of light by the sun assuming a finite speed of light corpuscles and a non-zero mass. (The result, 0.85 arc-sec, was rederived independently by Cavendish and Einstein in 1911, but went unnoticed until 1921.) | |||
| 1807 | Sir Humphrey Davy | (1778–1829) | |
| prepared a lecture, On Some Chemical Agents of Electricity which came very close to describing the possible relationships of chemical and electrical forces. | |||
| 1812 | Simeon-Denis Poisson | (1781-1840) | |
| formulates the concept of macroscopic charge neutrality as a natural state of matter and describes electrification as the separation of the two kinds of electricity. He also points out the usefulness of a potential function for electrical systems. | |||
| 1813 | François Étienne de la Roche | (1780-1813) | |
| Co-researched measurements of specific heat of air as a function of pressure. | |||
| 1813 | Jacques Étienne Bérard | (1789-1869) | |
| Co-researched measurements of specific heat of air as a function of pressure. | |||
| 1814 | Augustin Jean Fresnel | (1788-1827) | |
| independently discovers the interference phenomena of light and explains its existence in terms of wave theory. | |||
| 1817 | |||
| Fresnel predicts a dragging effect on light in the aether. | |||
| 1818 | |||
| Fresnel writes an essay on optics and the ether. | |||
| 1820 | Hans Christian Oersted | (1777-1851) | |
| notes the deflection of a magnetic compass needle caused by an electric current after giving a lecture demonstration. Oersted then demonstrates that the effect is reciprocal. This initiates the unification program of electricity and magnetism. | |||
| 1820 | André Marie Ampére | (1775-1836) | |
| confirms Oersted’s results and presents extensive experimental results to the French Academy of Science. He models magnets in terms of molecular electric currents. His formulation inaugurates the study of electrodynamics independent of electrostatics. | |||
| 1820 | Jean-Baptiste Biot | (1774-1862) | |
| co-developed the formula for the strength of the magnetic effect produced by a short segment of current carrying wire. | |||
| 1820 | Felix Savart | (1792-1841) | |
| co-developed the formula for the strength of the magnetic effect produced by a short segment of current carrying wire. | |||
| 1825 | |||
| Ampére’s memoirs are published on his research into electrodynamics. | |||
| 1827 | Georg Simon Ohm | (1789-1854) | |
| formulates the relationship between current to electromotive force and electrical resistance. | |||
| 1828 | George Green | (1793-1841) | |
| introduces the notion of potential and formulates what is now called Green’s Theorem relating the surface and volume distributions of charge. (The work goes unnoticed until 1846.) | |||
| 1831 | Michael Faraday | (1791-1867) | |
| begins his investigations into electromagnetism. | |||
| 1832 | Carl Friedrich Gauss | (1777-1855) | |
| independently states Green’s Theorem without proof. He also reformulates Coulomb’s law in a more general form, and establishes experimental methods for measuring magnetic intensities. | |||
| 1835 | |||
| Gauss formulates separate electrostatic and electrodynamical laws, including Gauss’s law. All of it remains unpublished until 1867. | |||
| 1838 | |||
| Faraday explains electromagnetic induction, electrochemistry and formulates his notion of lines of force, also criticizing action-at-a-distance theories. | |||
| 1838 | Wilhelm Eduard Weber | (1804-1891) | |
| he and Gauss apply potential theory to the magnetism of the earth. | |||
| 1839 | |||
| The potential theory for magnetism developed by Weber and Gauss is extented to all inverse-squared phenomena. | |||
| 1842 | William Thomson a.k.a. Lord Kelvin | (1824-1907) | |
| writes a paper, On the uniform motion of heat and its connection with the mathematical theory of electricity, based on the ideas of Jean Baptiste Joseph Fourier (1768-1830). The analogy allows him to formulate a continuity equation of electricity, implying a conservation of electric flux. | |||
| 1845 – 1850 | |||
| Faraday introduces the idea of contiguous magnetic action as a local interaction, instead of the idea of instantaneous action at a distance, using concepts now known as fields. He also estabishes a connection between light and electrodynamics by showing that the transverse polarization direction of a light beam was rotated about the axis of propagation by a strong magnetic field (today known as Faraday rotation). | |||
| 1845 – 1850 | Gustav Theodor Fechner | (1801–1887) | |
| proposes a connection between Ampére’s law and Faraday’s law in order to explain Heinrich Friedrich Emil Lenz’s law (1804-1865). | |||
| 1846 | |||
| Weber proposes a synthesis of electrostatics, electrodynamics and induction using the idea that electric currents are moing charged particles. The interactions are instantaneous forces. Weber’s theory contains a limiting velocity of electromagnetic origin. | |||
| 1846 | William Robert Grove | (1811-1896) | |
| writes Correlation of physical forces the partial-drag theory of George Gabriel Stokes (1819-1903) is revived for the explanation of stellar aberration. |
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| 1849 | Armand Hippolyte Louis Fizeau | (1819-1896) | |
| begins experiments to determine the speed of light. | |||
| 1851 | |||
| Fizeau’s interferometry experiment confirming Fresnel’s theoretical results. | |||
| 1852 | |||
| Stokes names and explains the phenomena of fluorescence. | |||
| 1854 | Bernhard Riemann | (1826-1866) | |
| makes unpublished conjectures about an investigation of the connection between electricity, galvanism, light and gravity. | |||
| 1855 | Heinrich Friedrich Theodor Kohlrausch | (1780-1867) | |
| co-determined with Weber a limiting velocity which turns up in Weber’s electrodynamic theory, and that it’s value is about 439,450 km/s. | |||
| 1855 – 1868 | James Clerk Maxwell | (1831-1879) | |
| completes his formulation of the field equations of electromagnetism. He established, among many things, the connection between the speed of propagation of an electromagnetic wave and the speed of light, and establishing the theoretical understanding of light. | |||
| 1858 | |||
| Riemann generalizes Weber’s unification program and derives his results via a solution to a wave function of a electrodynamical potential (finding the speed of propagation, correctly, to be c). He claimed to have found the connection between electricity and optics. (Results published postumously in 1867.) | |||
| 1861 | |||
| Riemann uses Lagrange’s theorem to deal with velocity-dependent electrical accelerations. | |||
| 1861 | Gustav Robert Kirchhoff | (1824-1887) | |
| formulates the model of the black body. | |||
| 1863 | John Tyndall | (1820-1893) | |
| publishes Heat Considered as a Mode of Motion. | |||
| 1864 | |||
| Maxwell publishes A Dynamical Theory of the Electromagnetic Field, his first publication to make use of his mathematical theory of fields. |
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| 1865 | |||
| Maxwell publishes A Dynamical Theory of the Electromagnetic Field, formulating an electrodynamical formulation of wave propagation using Lagrangian and Hamiltonian techniques, obtaining the theoretical possibility of generating electromagnetic radiation. (The derivation is independent of the microscopic structures which may underlie such phenomena.) | |||
| 1870 | Hermann Ludwig Ferdinand von Helmholtz | (1821-1894) | |
| developes a theory of electricity and shows Weber’s theories to be inconsistent with the conservation of energy. | |||
| 1873 | |||
| The first edition of Maxwell’s Treatise on Electricity and Magnetism is published. | |||
| 1874 | George Johnstone Stoney | (1826–1911) | |
| estimates the charge of an electron to be about 10-20 Coulombs and introduces the term electron. | |||
| 1875 | Hendrik Antoon Lorentz | (1853-1928) | |
| in his doctoral thesis, derives the phenomena of reflection and refraction in terms of Maxwell’s theory. | |||
| 1875 | Sir William Crookes | (1832-1919) | |
| performs experiments on cathode rays. | |||
| 1879 | |||
| Maxwell suggests that an earth-based experiment to detect possible ether drifts could be performed, but that it would not be sensitive enough. | |||
| 1881 | Albert Abraham Michelson | (1852-1931) | |
| begins his interferometry experiments to detect a luminiferous ether. | |||
| 1884 | Heinrich Rudolf Hertz | (1857-1894) | |
| develops a reformulation of electrodynamics and shows his and Helmholtz’s theories both amount to Maxwell’s theory. | |||
| 1884 | John Henry Poynting | (1852–1914) | |
| establishes that for electromagnetic radiation energy can be localized and flow (the first such energy localization principle established). | |||
| 1885 – 1887 | Oliver Heaviside | (1850-1925) | |
| writes Electromagnetic induction and its propagation over the course of two years, re-expressing Maxwell’s results in 3 (complex) vector form, giving it much of its modern form and collecting together the basic set of equations from which electromagnetic theory may be derived (often called Maxwell’s equations). In the process, He invents the modern vector calculus notation, including the gradient, divergence and curl of a vector. | |||
| 1887 | |||
| Hertz experimentally produces electromagnetic radiation with radio waves in the GHz range, also discovering the photoelectric effect and predicting that gravitation would also have a finite speed of propagation. | |||
| 1887 | Woldemar Voight | (1850-1919) | |
| working through an analysis of Doppler effects using an elastic model of the luminiferous ether to describe optical properties, produces a set of relations between space and time intervals which are later rediscovered independently by Lorentz and now known as the Lorentz equations (first so-called by Poincaré in 1904). | |||
| 1889 | George Francis Fitzgerald | (1851-1901) | |
| suggests that bodies contract in the direction of motion against the luminiferous ether by an amount which would account for the null results coming from the Michelson-Morley experiments on ether motion. A more detailed calculation is performed independently by Lorentz in 1895.) Fitzgerald also suggests that the speed of light is an upper bound on any possible speed. (This suggestion reappears in 1900 by Lorentz, in 1904 by Poincaré, and again in 1905 by Einstein.) | |||
| 1889 | John William Strutt a.k.a. Lord Rayleigh | (1842-1919) | |
| presents a model for radiation in terms of wave propagation. | |||
| 1890 | |||
| Hertz publishes his memoirs on electrodynamics, simplifying the form of the electromagnetic equations, replacing all potentials by field strengths, and deduces Ohm’s, Kirchoff’s and Coulomb’s laws. | |||
| 1892 – 1904 | |||
| Lorentz completes the description of electrodynamics by clearly separating electricity and electrodynamic fields and formulating the equations for charged particles in motion. | |||
| 1893 | Wilhelm Carl Werner Otto Fritz Franz Wien | (1864-1928) | |
| gives his displacement law of blackbody radiation. | |||
| 1896 | |||
| Wien theoretically derives the radiation distribution law. | |||
| 1896 | |||
| The discovery of X-rays and Becquerel radiation. | |||
| 1896 | |||
| The discovery of the Zeeman effect. | |||
| 1897 | Joseph John Thomson | (1856-1940) | |
| experimentally determines the charge-to-mass ration of electrons. | |||
| 1898 | Jules Henri Poincaré | (1854-1912) | |
| suggests that a complete measurement theory must formulate a notion of distant synchronization and discusses its relevance to the apparent constancy of the speed of light. | |||
| 1899 | |||
| Lorentz refines the transformation laws, formulating the notion of local time and local coordinate systems in electrodynamics. | |||
| 1899 | Thomson and Philipp Eduard Anton von Lenard | (1862-1947) | |
| begin experimental investigations of photoelectric radiation. | |||
| 1904 | |||
| Poincaré uses light signals as a functional technique to establish distant synchronization in application to Lorentz’s electron theory, also putting forth the first formulation of a principle of electrodynamic relativity. | |||
| 1905 | Albert Einstein | (1879-1955) | |
| analyzes the phenomena of the photoelectric effect and theorizes that light may be taken to be made up of vast amounts of packets of electromagnetic radiation in discrete units. | |||
| 1905 | |||
| Einstein publishes his paper, On the Electrodynamics of Moving Bodies, drawing out the symmetries of Lorentz’s electromagnetic theory, underlying connection in measurement theory and the status of the electromagnetic ether. | |||
| 1907 | Hermann Minkowski | (1864-1909) | |
| through considerations of the group properties of the equations of electrodynamics, re-interprets Einstein’s relativity theory as a kind of geometry of spacetime, considered as a single medium. | |||