Thales of Miletus Timeline

Thales of Miletus Timeline

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  • c. 585 BCE

    Time in which Thales of Miletus lived.

  • 28 May 585 BCE

    A battle between Media and Lydia broke off immediately as a result a total eclipse of the sun and the two armies made peace. The eclipse was successfully predicted by Thales of Miletus.

Thales of Miletus

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Thales of Miletus, (born c. 624–620 bce —died c. 548–545 bce ), philosopher renowned as one of the legendary Seven Wise Men, or Sophoi, of antiquity. He is remembered primarily for his cosmology based on water as the essence of all matter, with Earth a flat disk floating on a vast sea. The Greek historian Diogenes Laërtius (flourished 3rd century ce ), quoting Apollodorus of Athens (flourished 140 bce ), placed the birth of Thales during the 35th Olympiad (apparently a transcription error it should read the 39th Olympiad, c. 624 bce ) and his death in the 58th Olympiad (548–545 bce ) at the age of 78 (see philosophy, Western: The pre-Socratic philosophers).

No writings by Thales survive, and no contemporary sources exist. Thus, his achievements are difficult to assess. Inclusion of his name in the canon of the legendary Seven Wise Men led to his idealization, and numerous acts and sayings, many of them no doubt spurious, were attributed to him, such as “Know thyself” and “Nothing in excess.” According to the historian Herodotus (c. 484–c. 425 bce ), Thales was a practical statesman who advocated the federation of the Ionian cities of the Aegean region. The poet-scholar Callimachus (c. 305–c. 240 bce ) recorded a traditional belief that Thales advised navigators to steer by the Little Bear (Ursa Minor) rather than by the Great Bear (Ursa Major), both prominent constellations in the Northern Hemisphere. He is also said to have used his knowledge of geometry to measure the Egyptian pyramids and to calculate the distance from shore of ships at sea. Although such stories are probably apocryphal, they illustrate Thales’ reputation. The poet-philosopher Xenophanes (c. 560–c. 478 bce ) claimed that Thales predicted the solar eclipse that stopped the battle between King Alyattes of Lydia (reigned c. 610–c. 560 bce ) and King Cyaxares of Media (reigned 625–585 bce ), evidently on May 28, 585. Modern scholars believe, however, that he could not possibly have had the knowledge to predict accurately either the locality or the character of an eclipse. Thus, his feat was apparently isolated and only approximate Herodotus spoke of his foretelling the year only. That the eclipse was nearly total and occurred during a crucial battle contributed considerably to his exaggerated reputation as an astronomer.

Thales has been credited with the discovery of five geometric theorems: (1) that a circle is bisected by its diameter, (2) that angles in a triangle opposite two sides of equal length are equal, (3) that opposite angles formed by intersecting straight lines are equal, (4) that the angle inscribed inside a semicircle is a right angle, and (5) that a triangle is determined if its base and the two angles at the base are given. His mathematical achievements are difficult to assess, however, because of the ancient practice of crediting particular discoveries to men with a general reputation for wisdom.

The claim that Thales was the founder of European philosophy rests primarily on Aristotle (384–322 bce ), who wrote that Thales was the first to suggest a single material substratum for the universe—namely, water, or moisture. According to Aristotle, Thales also held that “all things are full of gods” and that magnetic objects possess souls by virtue of their capacity to move iron—soul being that which in the Greek view distinguishes living from nonliving things, and motion and change (or the capacity to move or change other things) being characteristic of living things.

Thales’ significance lies less in his choice of water as the essential substance than in his attempt to explain nature by the simplification of phenomena and in his search for causes within nature itself rather than in the caprices of anthropomorphic gods. Like his successors the philosophers Anaximander (610–546/545 bce ) and Anaximenes of Miletus (flourished c. 545 bce ), Thales is important in bridging the worlds of myth and reason.

The Editors of Encyclopaedia Britannica This article was most recently revised and updated by Erik Gregersen, Senior Editor.


After privatisation, the Group's "multi-domestic" strategy in defence markets is pursued throughout the 1990s in Europe, and then extended to South Africa, Australia, South Korea and Singapore. After the friendly takeover in June 2000 of the British company Racal Electronics, the United Kingdom becomes the Group's second-largest "domestic" industrial base. Its defence, information technology and services businesses are expanded.

These acquisitions as well as internal growth radically alter the Group's portfolio of businesses. A strategic review stresses the increasing importance of civil applications, particularly mobile telecommunications. In line with this strategic focus, a new organisation with three business areas - defence, aerospace and information technology and services (IT&S) - is introduced in July

The new structure is designed above all to leverage the Group's "dual technology" expertise, focus its strategic development in civil markets on businesses with real synergies with the Group's proven defence and aerospace competencies, and enable the Group to gain leadership positions in those markets. Not all its civil businesses meet these criteria, and the Group embarks on a programme of divestment of non-strategic assets.
In December 2000, Thomson-CSF, recently renamed Thales, forms the first transatlantic joint venture in the defence sector, and the world leader in air defence, with the American company Raytheon.

Electricity History Timeline

Electricity development and history are very interesting. However, humankind's knowledge of magnetism and static electricity began more than 2,000 years before they were first recognized to be separate (though interrelated) phenomena. Once that intellectual threshold was crossed - in 1551 - scientists took more bold steps forward (and more than a few steps back) toward better understanding and harnessing these forces. The next 400 years would see a succession of discoveries that advanced our knowledge of magnetism, electricity and the interplay between them, leading to ever more powerful insights and revolutionary inventions.

This Timeline Of History Of Electricity highlights important events and developments in these fields from prehistory to the beginning of the 21st century.

A Timeline Of History Of Electricity

600 BC - Thales of Miletus writes about amber becoming charged by rubbing - he was describing what we now call static electricity.

900 BC - Magnus, a Greek shepherd, walks across a field of black stones which pull the iron nails out of his sandals and the iron tip from his shepherd's staff (authenticity not guaranteed). This region becomes known as Magnesia.

600 BC - Thales of Miletos rubs amber ( elektron in Greek) with cat fur and picks up bits of feathers.

1269 - Petrus Peregrinus of Picardy, Italy, discovers that natural spherical magnets (lodestones) align needles with lines of longitude pointing between two pole positions on the stone.

1600 - William Gilbert, court physician to Queen Elizabeth, first coined the term "electricity" from the Greek word for amber. Gilbert wrote about the electrification of many substances in his "De magnete, magneticisique corporibus". He also first used the terms electric force, magnetic pole, and electric attraction. He also discusses static electricity and invents an electric fluid which is liberated by rubbing.

ca. 1620 - Niccolo Cabeo discovers that electricity can be repulsive as well as attractive.

1630 - Vincenzo Cascariolo, a Bolognese shoemaker, discovers fluorescence.

1638 - Rene Descartes theorizes that light is a pressure wave through the second of his three types of matter of which the universe is made. He invents properties of this fluid that make it possible to calculate the reflection and refraction of light. The ``modern'' notion of the aether is born.

1638 - Galileo attempts to measure the speed of light by a lantern relay between distant hilltops. He gets a very large answer.

1644 - Rene Descartes theorizes that the magnetic poles are on the central axis of a spinning vortex of one of his fluids. This vortex theory remains popular for a long time, enabling Leonhard Euler and two of the Bernoullis to share a prize of the French Academy as late as 1743.

1657 - Pierre de Fermat shows that the principle of least time is capable of explaining refraction and reflection of light. Fighting with the Cartesians begins. (This principle for reflected light had been anticipated anciently by Hero of Alexandria.)

1660 - Otto von Guericke invented a machine that produced static electricity.

1665 - Francesco Maria Grimaldi, in a posthumous report, discovers and gives the name of diffraction to the bending of light around opaque bodies.

1667 - Robert Hooke reports in his Micrographia the discovery of the rings of light formed by a layer of air between two glass plates. These were actually first observed by Robert Boyle, which explains why they are now called Newton's rings. In the same work he gives the matching-wave-front derivation of reflection and refraction that is still found in most introductory physics texts. These waves travel through the aether. He also develops a theory of color in which white light is a simple disturbance and colors are complex distortions of the basic simple white form.

1671 - Isaac Newton destroys Hooke's theory of color by experimenting with prisms to show that white light is a mixture of all the colors and that once a pure color is obtained it can never be changed into another color. Newton argues against light being a vibration of the ether, preferring that it be something else that is capable of traveling through the aether. He doesn't insist that this something else consist of particles, but allows that it may be some other kind of emanation or impulse. In Newton's own words, ``. let every man here take his fancy.''

1675 - Olaf Roemer repeats Galileo's experiment using the moons of Jupiter as the distant hilltop. He measures m/s.

1678 - Christiaan Huygens introduces his famous construction and principle, thinks about translating his manuscript into Latin, then publishes it in the original French in 1690. He uses his theory to discuss the double refraction of Iceland Spar. His is a theory of pulses, however, not of periodic waves.

1717 - Newton shows that the ``two-ness'' of double refraction clearly rules out light being aether waves. (All aether wave theories were sound-like, so Newton was right longitudinal waves can't be polarized.)

1728 - James Bradley shows that the orbital motion of the earth changes the apparent motions of the stars in a way that is consistent with light having a finite speed of travel.

1729 - Stephen Gray shows that electricity doesn't have to be made in place by rubbing but can also be transferred from place to place with conducting wires. He also shows that the charge on electrified objects resides on their surfaces.

1733 - Charles Francois du Fay discovers that electricity comes in two kinds which he called resinous (-) and vitreous (+).

1742 - Thomas Le Seur and Francis Jacquier, in a note to the edition of Newton's Principia that they publish, show that the force law between two magnets is inverse cube.

1745 - Georg Von Kleist discovered that electricity was controllable. Dutch physicist, Pieter van Musschenbroek invented the "Leyden Jar" the first electrical capacitor. Leyden jars store static electricity.

1745 - Pieter van Musschenbroek invents the Leyden jar, or capacitor, and nearly kills his friend Cunaeus.

1747 - Benjamin Franklin invents the theory of one-fluid electricity in which one of Nollet's fluids exists and the other is just the absence of the first. He proposes the principle of conservation of charge and calls the fluid that exists and flows ``positive''. This educated guess ensures that undergraduates will always be confused about the direction of current flow. He also discovers that electricity can act at a distance in situations where fluid flow makes no sense.

1748 - Sir William Watson uses an electrostatic machine and a vacuum pump to make the first glow discharge. His glass vessel is three feet long and three inches in diameter: the first fluorescent light bulb.

1749 - Abbe Jean-Antoine Nollet invents the two-fluid theory electricity.

1750 - John Michell discovers that the two poles of a magnet are equal in strength and that the force law for individual poles is inverse square.

1752 - Johann Sulzer puts lead and silver together in his mouth, performing the first recorded ``tongue test'' of a battery.

1759 - Francis Ulrich Theodore Aepinus shows that electrical effects are a combination of fluid flow confined to matter and action at a distance. He also discovers charging by induction.

1762 - Canton reports that a red hot poker placed close to a small electrified body destroys its electrification.

1764 - Joseph Louis Lagrange discovers the divergence theorem in connection with the study of gravitation. It later becomes known as Gauss's law. (See 1813).

1766 - Joseph Priestly, acting on a suggestion in a letter from Benjamin Franklin, shows that hollow charged vessels contain no charge on the inside and based on his knowledge that hollow shells of mass have no gravity inside correctly deduces that the electric force law is inverse square.

ca 1775 - Henry Cavendish invents the idea of capacitance and resistance (the latter without any way of measuring current other than the level of personal discomfort). But being indifferent to fame he is content to wait for his work to be published by Lord Kelvin in 1879.

1777 - Joseph Louis Lagrange invents the concept of the scalar potential for gravitational fields.

1780 - Luigi Galvani causes dead frog legs to twitch with static electricity, then also discovers that the same twitching can be caused by contact with dissimilar metals. His followers invent another invisible fluid, that of ``animal electricity'', to describe this effect.

1782 - Pierre Simon Laplace shows that Lagrange's potential satisfies.

1785 - Charles Augustin Coulomb uses a torsion balance to verify that the electric force law is inverse square. He also proposes a combined fluid/action-at-a-distance theory like that of Aepinus but with two conducting fluids instead of one. Fighting breaks out between single and double fluid partisans. He also discovers that the electric force near a conductor is proportional to its surface charge density and makes contributions to the two-fluid theory of magnetism.

1786 - Italian physician, Luigi Galvani demonstrated what we now understand to be the electrical basis of nerve impulses when he made frog muscles twitch by jolting them with a spark from an electrostatic machine.

1793 - Alessandro Volta makes the first batteries and argues that animal electricity is just ordinary electricity flowing through the frog legs under the impetus of the force produced by the contact of dissimilar metals. He discovers the importance of ``completing the circuit.'' In 1800 he discovers the Voltaic pile (dissimilar metals separated by wet cardboard) which greatly increases the magnitude of the effect.

1800 - William Nicholson and Anthony Carlisle discover that water may be separated into hydrogen and oxygen by the action of Volta's pile.

1801 - Thomas Young gives a theory of Newton's rings based on constructive and destructive interference of waves. He explains the dark spot in the middle by proposing that there is a phase shift on reflection between a less dense and more dense medium, then uses essence of sassafras (whose index of refraction is intermediate between those of crown and flint glass) to get a light spot at the center.

1803 - Thomas Young explains the fringes at the edges of shadows by means of the wave theory of light. The wave theory begins its ascendance, but has one important difficulty: light is thought of as a longitudinal wave, which makes it difficult to explain double refraction effects in certain crystals.

1807 - Humphrey Davy shows that the essential element of Volta's pile is chemical action since pure water gives no effect. He argues that chemical effects are electrical in nature.

1808 - Laplace gives an explanation of double refraction using the particle theory, which Young attacks as improbable.

1808 - Etienne Louis Malus, a military engineer, enters a prize competition sponsored by the French Academy ``To furnish a mathematical theory of double refraction, and to confirm it by experiment.'' He discovers that light reflected at certain angles from transparent substances as well as the separate rays from a double-refracting crystal have the same property of polarization . In 1810 he receives the prize and emboldens the proponents of the particle theory of light because no one sees how a wave theory can make waves of different polarizations.

1811 - Arago shows that some crystals alter the polarization of light passing through them.

1812 - Biot shows that Arago's crystals rotate the plane of polarization about the propagation direction.

1812 - Simeon Denis Poisson further develops the two-fluid theory of electricity, showing that the charge on conductors must reside on their surfaces and be so distributed that the electric force within the conductor vanishes. This surface charge density calculation is carried out in detail for ellipsoids. He also shows that the potential within a distribution of electricity satisfies the equation.

1812 - Michael Faraday, a bookbinders apprentice, writes to Sir Humphrey Davy asking for a job as a scientific assistant. Davy interviews Faraday and finds that he has educated himself by reading the books he was supposed to be binding. He gets the job.

ca. 1813 - Laplace shows that at the surface of a conductor the electric force is perpendicular to the surface.

1813 - Karl Friedrich Gauss rediscovers the divergence theorem of Lagrange. It will later become known as Gauss's law.

1815 - David Brewster establishes his law of complete polarization upon reflection at a special angle now known as Brewster's angle. He also discovers that in addition of uniaxial cystals there are also biaxial ones. For uniaxial crystals there is the faint possibility of a wave theory of longitudinal-type, but this appears to be impossible for biaxial ones.

1816 - David Brewster invents the kaleidoscope. First energy utility in US founded.

1816 - Francois Arago, an associate of Augustin Fresnel, visits Thomas Young and describes to him a series of experiments performed by Fresnel and himself which shows that light of differing polarizations cannot interfere. Reflecting later on this curious effect Young sees that it can be explained if light is transverse instead of longitudinal. This idea is communicated to Fresnel in 1818 and he immediately sees how it clears up many of the remaining difficulties of the wave theory. Six years later the particle theory is dead.

1817 - Augustin Fresnel annoys the French Academy. The Academy, hoping to destroy the wave theory once and for all, proposes diffraction as the prize subject for 1818. To the chagrin of the particle-theory partisans in the Academy the winning memoir in 1818 is that of Augustin Fresnel who explains diffraction as the mutual interference of the secondary waves emitted by the unblocked portions of the incident wave, in the style of Huygens. One of the judges from the particle camp of the Academy is Poisson, who points out that if Fresnel's theory were to be indeed correct, then there should be a bright spot at the center of the shadow of a circular disc. This, he suggests to Fresnel, must be tested experimentally. The experiment doesn't go as Poisson hopes, however, and the spot becomes known as ``Poisson's spot.''

1820 - Hans Christian Oersted discovers that electric current in a wire causes a compass needle to orient itself perpendicular to the wire.

1820 - Andre Marie Ampere, one week after hearing of Oersted's discovery, shows that parallel currents attract each other and that opposite currents attract.

1820 - Jean-Baptiste Biot and Felix Savart show that the magnetic force exerted on a magnetic pole by a wire falls off like 1/ r and is oriented perpendicular to the wire. Whittaker then says that ``This result was soon further analyzed,'' to obtain

1820 - John Herschel shows that quartz samples that rotate the plane of polarization of light in opposite directions have different crystalline forms. This difference is helical in nature.

1821 - Faraday begins electrical work by repeating Oersted's experiments. First electric motor (Faraday).

1821 - Humphrey Davy shows that direct current is carried throughout the volume of a conductor and establishes that for long wires. He also discovers that resistance is increased as the temperature rises.

1822 - Thomas Johann Seebeck discovers the thermoelectric effect by showing that a current will flow in a circuit made of dissimilar metals if there is a temperature difference between the metals.

1824 - Poisson invents the concept of the magnetic scalar potential and of surface and volume pole densities described by the formulas. He also finds the magnetic field inside a spherical cavity within magnetized material.

1825 - Ampere publishes his collected results on magnetism. His expression for the magnetic field produced by a small segment of current is different from that which follows naturally from the Biot-Savart law by an additive term which integrates to zero around closed circuit. It is unfortunate that electrodynamics and relativity decide in favor of Biot and Savart rather than for the much more sophisticated Ampere, whose memoir contains both mathematical analysis and experimentation, artfully blended together. In this memoir are given some special instances of the result we now call Stokes theorem or as we usually write it. Maxwell describes this work as ``one of the most brilliant achievements in science. The whole, theory and experiment, seems as if it had leaped, full-grown and full-armed, from the brain of the `Newton of electricity'. It is perfect in form and unassailable in accuracy and it is summed up in a formula from which all the phenomena may be deduced, and which must always remain the cardinal formula of electrodynamics.''

1825 - Fresnel shows that combinations of waves of opposite circular polarization traveling at different speeds can account for the rotation of the plane of polarization.

1826 - Georg Simon Ohm establishes the result now known as Ohm's law. V = IR seems a pretty simple law to name after someone, but the importance of Ohm's work does not lie in this simple proportionality. What Ohm did was develop the idea of voltage as the driver of electric current. He reasoned by making an analogy between Fourier's theory of heat flow and electricity. In his scheme temperature and voltage correspond as do heat flow and electrical current. It was not until some years later that Ohm's electroscopic force ( V in his law) and Poisson's electrostatic potential were shown to be identical.

1827 - Augustin Fresnel publishes a decade of research in the wave theory of light. Included in these collected papers are explanations of diffraction effects, polarization effects, double refraction, and Fresnel's sine and tangent laws for reflection at the interface between two transparent media.

1827 - Claude Louis Marie Henri Navier publishes the correct equations for vibratory motions in one type of elastic solid. This begins the quest for a detailed mathematical theory of the aether based on the equations of continuum mechanics.

1827 - F. Savery, after noticing that the current from a Leyden jar magnetizes needles in alternating layers, conjectures that the electric motion during the discharge consists of a series of oscillations.

1828 - George Green generalizes and extends the work of Lagrange, Laplace, and Poisson and attaches the name potential to their scalar function. Green's theorems are given, as well as the divergence theorem (Gauss's law), but Green doesn't know of the work of Lagrange and Gauss and only references Priestly's deduction of the inverse square law from Franklin's experimental work on the charging of hollow vessels.

1828 - Augustine Louis Cauchy presents a theory similar to Navier's, but based on a direct study of elastic properties rather than using a molecular hypothesis. These equations are more general than Navier's. In Cauchy's theory, and in much of what follows, the aether is supposed to have the same inertia in each medium, but different elastic properties.

1828 - Poisson shows that the equations of Navier and Cauchy have wave solutions of two types: transverse and longitudinal. Mathematical physicists spend the next 50 years trying to invent an elastic aether for which the longitudinal waves are absent.

1831 - Faraday shows that changing currents in one circuit induce currents in a neighboring circuit. Over the next several years he performs hundreds of experments and shows that they can all be explained by the idea of changing magnetic flux. No mathematics is involved, just picture thinking using his field-lines.

1831 - Ostrogradsky rediscovers the divergence theorem of Lagrange, Gauss, and Green. Principles of electromagnetism induction, generation and transmission discovered (Michael Faraday).

1832 - Joseph Henry independently discovers induced currents.

1833 - Faraday begins work on the relation of electricity to chemistry. In one of his notebooks he concludes after a series of experiments, ``. there is a certain absolute quantity of the electric power associated with each atom of matter.''

1834 - Faraday discovers self inductance.

1834 - Jean Charles Peltier discovers the flip side of Seebeck's thermoelectric effect. He finds that current driven in a circuit made of dissimilar metals causes the different metals to be at different temperatures.

1834 - Emil Lenz formulates his rule for determining the direction of Faraday's induced currents. In its original form it was a force law rather than an induced emf law: ``Induced currents flow in such a direction as to produce magnetic forces that try to keep the magnetic flux the same.'' So Lenz would predict that if you try to push a conductor into a strong magnetic field, it will be repelled. He would also predict that if you try to pull a conductor out of a strong magnetic field that the magnetic forces on the induced currents will oppose the pull.

1835 - James MacCullagh and Franz Neumann extend Cauchy's theory to crystalline media

1837 - Faraday discovers the idea of the dielectric constant.

1837 - George Green attacks the elastic aether problem from a new angle. Instead of deriving boundary conditions between different media by finding which ones give agreement with the experimental laws of optics, he derives the correct boundary conditions from general dynamical principles. This advance makes the elastic theories not quite fit with light.

1838 - Faraday shows that the effects of induced electricity in insulators are analogous to induced magnetism in magnetic materials. Those more mathematically inclined immediately appropriate Poisson's theory of induced magnetism

1838 - Faraday discovers Faraday's dark space , a dark region in a glow discharge near the negative electrode.

1839 - James MacCullagh invents an elastic aether in which there are no longitudinal waves. In this aether the potential energy of deformation depends only on the rotation of the volume elements and not on their compression or general distortion. This theory gives the same wave equation as that satisfied by in Maxwell's theory.

1839 - William Thomson (Lord Kelvin) removes some of the objections to MacCullagh's rotation theory by inventing a mechanical model which satisfies MacCullagh's energy of rotation hypothesis. It has spheres, rigid bars, sliding contacts, and flywheels. First fuel cell.

1839 - Cauchy and Green present more refined elastic aether theories, Cauchy's removing the longitudinal waves by postulating a negative compressibility, and Green's using an involved description of crystalline solids.

1841 - Michael Faraday is completely exhausted by his efforts of the previous 2 decades, so he rests for 4 years.

1841 - James Prescott Joule shows that energy is conserved in electrical circuits involving current flow, thermal heating, and chemical transformations.

1842 - F. Neumann and Matthew O'Brien suggest that optical properties in materials arise from differences in the amount of force that the particles of matter exert on the aether as it flows around and between them.

1842 - Julius Robert Mayer asserts that heat and work are equivalent. His paper is rejected by Annalen der Physik .

1842 - Joseph Henry rediscovers the result of F. Savery about the oscillation of the electric current in a capacitive discharge and states, ``The phenomena require us to admit the existence of a principal discharge in one direction, and then several reflex actions backward and forward, each more feeble than the preceding, until equilibrium is restored.''

1842 - Christian Doppler gives the theory of the Doppler effect.

1845 - Faraday quits resting and discovers that the plane of polarization of light is rotated when it travels in glass along the direction of the magnetic lines of force produced by an electromagnet (Faraday rotation).

1845 - Franz Neumann uses (i) Lenz's law, (ii) the assumption that the induced emf is proportional to the magnetic force on a current element, and (iii) Ampere's analysis to deduce Faraday's law. In the process he finds a potential function from which the induced electric field can be obtained, namely the vector potential (in the Coulomb gauge), thus discovering the result which Maxwell wrote.

1846 - George Airy modifies MacCullagh's elastic aether theory to account for Faraday rotation.

1846 - Faraday, inspired by his discovery of the magnetic rotation of light, writes a short paper speculating that light might electro-magnetic in nature. He thinks it might be transverse vibrations of his beloved field lines.

1846 - Faraday discovers diamagnetism. He sees the effect in heavy glass, bismuth, and other materials.

1846 - Wilhelm Weber combines Ampere's analysis, Faraday's experiments, and the assumption of Fechner that currents consist of equal amounts of positive and negative electricity moving opposite to each other at the same speed to derive an electromagnetic theory based on forces between moving charged particles. This theory has a velocity-dependent potential energy and is wrong, but it stimulates much work on electromagnetic theory which eventually leads to the work of Maxwell and Lorenz. It also inspires a new look at gravitation by William Thomson to see if a velocity-dependent correction to the gravitational energy could account for the precession of Mercury's perihelion.

1846 - William Thomson shows that Neumann's electromagnetic potential is in fact the vector potential from which may be obtained.

1847 - Weber proposes that diamagnetism is just Faraday's law acting on molecular circuits. In answering the objection that this would mean that everything should be diamagnetic he correctly guesses that diamagnetism is masked in paramagnetic and ferromagnetic materials because they have relatively strong permanent molecular currents. This work rids the world of magnetic fluids.

1847 - Hermann von Helmholtz writes a memoir ``On the Conservation of Force'' which emphatically states the principle of conservation of energy: ``Conservation of energy is a universal principle of nature. Kinetic and potential energy of dynamical systems may be converted into heat according to definite quantitative laws as taught by Rumford, Mayer, and Joule. Any of these forms of energy may be converted into chemical, electrostatic, voltaic, and magnetic forms.'' He reads it before the Physical Society of Berlin whose older members regard it as too speculative and reject it for publication in Annalen der Physik .

1848-9 - Gustav Kirchoff extends Ohm's work to conduction in three dimensions, gives his laws for circuit networks, and finally shows that Ohm's ``electroscopic force'' which drives current through resistors and the old electrostatic potential of Lagrange, Laplace, and Poisson are the same. He also shows that in steady state electrical currents distribute themselves so as to minimize the amount of Joule heating.

1849 - A. Fizeau repeats Galileo's hilltop experiment (9 km separation distance) with a rapidly rotating toothed wheel and measures m/s.

1849 - George Gabriel Stokes studies diffraction around opaque bodies both theoretically and experimentally and shows that the vibration of aether particles are executed at right angles to the plane of polarization. Three years later he comes to the same conclusion by applying aether theory to light scattered from the sky. This result is, however, inconsistent with optics in crystals.

ca. 1850 - Stokes overcomes some of the difficulties with crystals by turning Cauchy's hypothesis around and letting the elastic properties of the aether be the same in all materials, but allowing the inertia to differ. This gives rise to the conceptual difficulty of having the inertia be different in different directions (in anisotropic crystals).

ca. 1850 - Jean Foucault improves on Fizeau's measurement and uses his apparatus to show that the speed of light is less in water than in air.

1850 - Stokes law is stated without proof by Lord Kelvin (William Thomson). Later Stokes assigns the proof of this theorem as part of the examination for the Smith's Prize. Presumably, he knows how to do the problem. Maxwell, who was a candidate for this prize, later remembers this problem, traces it back to Stokes and calls it Stokes theorem.

1850 - William Thomson (Lord Kelvin) invents the idea of magnetic permeability and susceptibility, along with the separate concepts.

1851 - Thomson gives a general theory of thermoelectric phenomena, describing the effects seen by Seebeck and Peltier.

1853 - Thomson uses Poisson's magnetic theory to derive the correct formula for magnetic energy: He also gives the formula and gives the world the powerful, but confusing, analysis where the forces on circuits are obtained by taking either the positive or negative gradient of the magnetic energy. Knowing which sign to use is, of course, the confusing part.

1853 - Thomson gives the theory of the RLC circuit providing a mathematical description for the observations of Henry and Savery.

1854 - Faraday clears up the problem of disagreements in the measured speeds of signals along transmission lines by showing that it is crucial to include the effect of capacitance.

1854 - Thomson, in a letter to Stokes, gives the equation of telegraphy ignoring the inductance: where R is the cable resistance and where C is the capacitance per unit length. Since this is the diffusion equation, the signal does not travel at a definite speed.

1855 - Faraday retires, living quietly in a house provided by the Queen until his death in 1867.

1855 - James Clerk Maxwell writes a memoir in which he attempts to marry Faraday's intuitive field line ideas with Thomson's mathematical analogies. In this memoir the physical importance of the divergence and curl operators for electromagnetism first become evident.

1857 - Gustav Kirchoff derives the equation of telegraphy for an aerial coaxial cable where the inductance is important and derives the full telegraphy equation: where L and C are the inductance per unit length and the capacitance per unit length. He recognizes that when the resistance is small, this is the wave equation with propagation speed, which for a coaxial cable turns out to be very close to the speed of light. Kirchoff notices the coincidence, and is thus the first to discover that electromagnetic signals can travel at the speed of light.

1861 - Bernhard Riemann develops a variant of Weber's electromagnetic theory which is also wrong.

1861 - Maxwell publishes a mechanical model of the electromagnetic field. Magnetic fields correspond to rotating vortices with idle wheels between them and electric fields correspond to elastic displacements, hence displacement currents. This addition completes Maxwell's equations and it is now easy for him to derive the wave equation exactly as done in our textbooks on electromagnetism and to note that the speed of wave propagation was close to the measured speed of light.

Maxwell writes, ``We can scarcely avoid the inference that light in the transverse undulations of the same medium which is the cause of electric and magnetic phenomena.

Thomson, on the other hand, says of the displacement current, ``(it is a) curious and ingenious, but not wholly tenable hypothesis.''

1864 - Maxwell reads a memoir before the Royal Society in which the mechanical model is stripped away and just the equations remain. He also discusses the vector and scalar potentials, using the Coulomb gauge. He attributes physical significance to both of these potentials. He wants to present the predictions of his theory on the subjects of reflection and refraction, but the requirements of his mechanical model keep him from finding the correct boundary conditions, so he never does this calculation.

1867 - Stokes performs experiments that kill his own anisotropic inertia theory.

1867 - Joseph Boussinesq suggests that instead of aether being different in different media, perhaps the aether is the same everywhere, but it interacts differently with different materials, similar to the modern electromagnetic wave theory.

1867 - Riemann proposes a simple electric theory of light in which Poisson's equation is replaced.

1867 - Ludwig Lorenz develops an electromagnetic theory of light in which the scalar and vector potentials, in retarded form, are the starting point. He shows that these retarded potentials each satisfy the wave equation and that Maxwell's equations for the field potentials. His vector potential does not obey the Coulomb gauge, however, but another relation now known as the Lorenz gauge. Although he is able to derive Maxwell's equations from his retarded potentials, he does not subscribe to Maxwell's view that light involves electromagnetic waves in the aether. He feels, rather, that the fundamental basis of all luminous vibrations is electric currents, arguing that space has enough matter in it to support the necessary currents.

1868 - Maxwell decides that giving physical significance to the scalar and vector potentials is a bad idea and bases his further work on light.

1869 - Maxwell presents the first calculation in which a dispersive medium is made up of atoms with natural frequencies. This makes possible detailed modeling of dispersion with refractive indices having resonant denominators.

1869 - Hittorf finds that cathode rays can cast a shadow.

1870 - Helmholtz derives the correct laws of reflection and refraction from Maxwell's equations by using the following boundary condition. Once these boundary conditions are taken Maxwell's theory is just a repeat of MacCullagh's theory. The details were not given by Helmholtz himself, but appear rather in the inaugural dissertation of H. A. Lorentz.

1870-1900 - The hunt is on for physical models of the aether which are natural and from which Maxwell's equations can be derived. The physicists who work on this problem include Maxwell, Thomson, Kirchoff, Bjerknes, Leahy, Fitz Gerald, Helmholtz, and Hicks.

1872 - E. Mascart looks for the motion of the earth through the aether by measuring the rotation of the plane of polarization of light propagated along the axis of a quartz crystal.

1873 - Maxwell publishes his Treatise on Electricity and Magnetism , which discusses everything known at the time about electromagnetism from the viewpoint of Faraday. His own theory is not very thoroughly discussed, but he does introduce his electromagnetic stress tensor in this work, including the accompanying idea of electromagnetic momentum.

1875 - John Kerr shows that ordinary dielectrics subjected to strong electric fields become double refracting, showing directly that electric fields and light are closely related.

1876 - Henry Rowland performs an experiment inspired by Helmholtz which shows for the first time that moving electric charge is the same thing as an electric current.

1876 - A. Bartoli infers the necessity of light pressure from thermal arguments, thus beginnning the exploration of the connection between electromagnetism and thermodynamics.

1878 - Edison Electric Light Co. (US) and American Electric and Illuminating (Canada) founded.

1879 - J. Stefan discovers the Stefan-Boltzmann law, i.e., that radiant emission is proportional.

1879 - Edwin Hall performs an experiment that had been suggested by Henry Rowland and discovers the Hall effect, including its theoretical description by means of the Hall term in Ohm's law.

1879 - Sir William Crookes invents the radiometer and studies the interaction of beams of cathode ray particles in vacuum tubes. First commercial power station opens in San Francisco, uses Charles Brush generator and arc lights. First commercial arc lighting system installed, Cleveland, Ohio. Thomas Edison demonstrates his incandescent lamp, Menlo Park, New Jersey.

1879 - Ludwig Boltzmann uses Hall's result to estimate the speed of charge carriers (assuming that charge carriers are only of one sign.)

1880 - Rowland shows that Faraday rotation can be obtained by combining Maxwell's equations and the Hall term in Ohm's law, assuming that displacement currents are affected in the same way as conduction currents.

1881 - J. J. Thomson attempts to verify the existence of the displacement current by looking for magnetic effects produced by the changing electric field made by a moving charged sphere.

1881 - George Fitz Gerald points out that J. J. Thomson's analysis is incorrect because he left out the effects of the conduction current of the moving sphere. Including both currents makes the separate effect of the displacement current disappear.

1881 - Helmholtz, in a lecture in London, points out that the idea of charged particles in atoms can be consistent with Maxwell's and Faraday's ideas, helping to pave the way for our modern picture of particles and fields interacting instead of thinking about everything as a disturbance of the aether, as was popular after Maxwell.

1881 - Albert Michelson and Edwin Morley attempt to measure the motion of the earth through the aether by using interferometry. They find no relative velocity. Michelson interprets this result as supporting Stokes hypothesis in which the aether in the neighborhood of the earth moves at the earth's velocity.

1883 - Fitz Gerald proposes testing Maxwell's theory by using oscillating currents in what we would now call a magnetic dipole antenna (loop of wire). He performs the analysis and discovers that very high frequencies are required to make the test. Later that year he proposes obtaining the required high frequencies by discharging a capacitor into a circuit.

1883-5 - Horace Lamb and Oliver Heaviside analyze the interaction of oscillating electromagnetic fields with conductors and discover the effect of skin depth.

1884 - John Poynting shows that Maxwell's equations predict that energy flows through empty space with the energy flux. He also investigates energy flow in Faraday fashion by assigning energy to moving tubes of electric and magnetic flux.

1884 - Heinrich Hertz asserts that made by charges and made by a changing magnetic field are identical. Working from dynamical ideas based on this assumption and some of Maxwell's equations, Hertz is able to derive the rest of them.

1887 - Svante Arrhenius deduces that in dilute solutions electrolytes are completely dissociated into positive and negative ions.

1887 - Hertz finds that ultraviolet light falling on the negative electrode in a spark gap facilitates conduction by the gas in the gap.

1888 - R. T. Glazebrook revives one of Cauchy's wave theories and combines it with Stokes anisotropic aether inertia theory to get agreement with the experiments of Stokes in 1867.

1888 - Hertz discovers that oscillating sparks can be produced in an open secondary circuit if the frequency of the primary is resonant with the secondary. He uses this radiator to show that electrical signals are propagated along wires and through the air at about the same speed, both about the speed of light. He also shows that his electric radiations, when passed through a slit in a screen, exhibit diffraction effects. Polarization effects using a grating of parallel metal wires are also observed.

1888 - Roentgen shows that when an uncharged dielectric is moved at right angles to a magnetic field is produced.

1889 - Hertz gives the theory of radiation from his oscillating spark gap.

1889 - Oliver Heaviside finds the correct form for the electric and magnetic fields of a moving charged particle, valid for all speeds v < c .

1889 - J. J. Thomson shows that Canton's effect (1762) in which a red hot poker can neutralize the electrification of a small charged body is due to electron emission causing the air between the poker and the body to become conducting.

1890 - Fitz Gerald uses the retarded potentials of L. Lorenz to calculate electric dipole radiation from Hertz's radiator.

1892 - Oliver Lodge performs experiments on the propagation of light near rapidly moving steel disks to test Stokes hypothesis that moving matter drags the aether with it. No such effect is observed.

1892 - Hendrik Anton Lorentz presents his electron theory of electrified matter and the aether. This theory combines Maxwell's equations, with the source terms and with the Lorentz force law for the acceleration of charged particles:

Lorentz's aether is simply space endowed with certain dynamical properties. Lorentz gives the modern theory of dielectrics involving and also includes the effect of magnetized matter.

He also gives what we now call the Drude-Lorentz harmonic oscillator model of the index of refraction. But Lorentz's theory has a ``stationary aether'', which conflicts with the negative Michelson-Morley result.

1892 - George Fitz Gerald proposes length contraction as a way to reconcile Lorentz's theory and the null results on the motion of the earth through the aether. At the end of this year Lorentz endorses this idea.

1894 - J. J. Thomson measures the speed of cathode rays and shows that they travel much more slowly than the speed of light. The aether model of cathode rays begins to die.

1894 - Philip Lenard studies the penetration of cathode rays through matter.

1895 - Pierre Curie experimentally discovers Curie's law for paramagnetism and also shows that there is no temperature effect for diamagnetism.

1895 - Lorentz, in his ``Search for a theory of electrical and optical effects in moving bodies'' gives the Lorentz transformation to first order in v / c . The transformed time variable he calls ``local time''.

1895 - Wilhelm Roentgen discovers X-rays produced by bremsstrahlung in cathode ray tubes.

1896 - Arthur Shuster, Emil Wiechert, and George Stokes propose that X-rays are aether waves of exceedingly small wavelength.

1896 - J. J. Thomson discovers that materials through which X-rays pass are rendered conducting.

1896 - Henri Becquerel discovers that some sort of natural radiation from uranium salts can expose a photographic plate wrapped in thick black paper.

1896 - P. Zeeman discovers the splitting of atomic line spectra by a magnetic field.

1896 - Lorentz gives an electron theory of the Zeeman effect.

1897 - J. J. Thomson argues that cathode rays must be charged particles smaller in size than atoms (Emil Wiechert made the same suggestion independently in this same year). In response Fitz Gerald suggests that ``we are dealing with free electrons in these cathode rays.''

1897 - W. Wien discovers that positively-charged moving particles can also be made (the so-called canal rays of E. Goldstein) and that they have a much smaller q / m ratio than cathode rays.

1897 - J. J. Thomson deflects cathode rays by crossed electric and magnetic fields and measures e / m .

1898 - Marie and Pierre Curie separate from pitchblende two highly radioactive elements which they name polonium and radium.

1899 - Ernest Rutherford discovers that the rays from uranium come in two types, which he calls alpha and beta radiation.

1900 - Marie and Pierre Curie show that beta rays and cathode rays are identical.

1900 - Emil Wiechert shows that simply replacing the distributed charge from Lorentz's theory with the charge of a moving point particle gives incorrect results. Instead the Lienard-Wiechert retarded potentials must be used.

1900 - Joseph Larmor obtains the second order corrections to the Lorentz Transformation.

1901 - R. Blondlot performs experiments that show that Lorentz's theory in which there is no moving aether gives the correct result in cases where the hypothesis of a moving aether gives the wrong result.

1902 - Lord Rayleigh performs experiments to test whether the Fitz Gerald contraction is capable of causing double refraction in moving transparent substances. No such effect is found.

1903 - The Hagen-Rubens connections between the conductivity of metals and their optical properties are experimentally established.

1903 - Lorentz gives the famous square root formulas for the Lorentz transformation giving the effect to all orders in v / c .

1904 - Lorentz gives his electron-collision theory of electrical conduction

1905 - H. A. Wilson performs experiments similar to those of Blondlot again, Lorentz's theory is found to give the correct result.

1905 - Albert Einstein completes Lorentz's work on space-time transformations and relativity is born.

1906 - Ilchester, Maryland Fully submerged hydroelectric plant built inside Ambursen Dam.

1907 - Lee De Forest invented the electric amplifier.

1909 - First pumped storage plant (Switzerland).

1910 - Ernest R. Rutherford measured the distribution of an electric charge within the atom.

1911 - Air conditioning. R. D. Johnson invents differential surge tank and Johnson hydrostatic penstock valve.

1913 - Electric refrigerator. Robert Millikan measured the electric charge on a single electron.

1917 - Hydracone draft tube patented by W. M. White.

1920 - First U.S. station to only burn pulverized coal. Federal Power Commission (FPC).

1922 - Connecticut Valley Power Exchange (CONVEX) starts, pioneering interconnection between utilities.

1928 - Construction of Boulder Dam begins. Federal Trade Commission begins investigation of holding companies.

1933 - Tennessee Valley Authority (TVA) established.

1935 - Public Utility Holding Company Act. Federal Power Act. Securities and Exchange Commission. Bonneville Power Administration. First night baseball game in major leagues.

1936 - Highest steam temperature reaches 900 degrees Fahrenheit vs. 600 degrees Fahrenheit in early 1920s. 287 Kilovolt line runs 266 miles to Boulder (Hoover) Dam. Rural Electrification Act.

1947 - Transistor invented.

1953 - First 345 Kilovolt transmission line. First nuclear power station ordered.

1954 - First high voltage direct current (HVDC) line (20 megawatts/1900 Kilovolts, 96 Km). Atomic Energy Act of 1954 allows private ownership of nuclear reactors.

1968 - North American Electric Reliability Council (NERC) formed.

1969 - National Environmental Policy Act of 1969.

1970 - Environmental Protection Agency (EPA) formed. Water and Environmental Quality Act. Clean Air Act of 1970.

1972 - Clean Water Act of 1972.

1975 - Brown's Ferry nuclear accident.

1977 - New York City blackout. Department of Energy (DOE) formed.

1978 - Public Utilities Regulatory Policies Act (PURPA) passed, ends utility monopoly over generation. Power Plant and Industrial Fuel Use Act limits use of natural gas in electric generation (repealed 1987).

1979 - Three Mile Island nuclear accident.

1980 - First U.S. windfarm. Pacific Northwest Electric Power Planning and Conservation Act establishes regional regulation and planning.

1981 - PURPA ruled unconstitutional by Federal judge.

1982 - U.S. Supreme Court upholds legality of PURPA in FERC v. Mississippi (456 US 742).

1984 - Annapolis, N.S., tidal power plant-first of its kind in North America (Canada).

1985 - Citizens Power, first power marketer, goes into business.

1986 - Chernobyl nuclear accident (USSR).

1990 - Clean Air Act amendments mandate additional pollution controls.

1992 - National Energy Policy Act.

1997 - ISO New England begins operation (first ISO). New England Electric sells power plants (first major plant divestiture).

1998 - California opens market and ISO. Scottish Power (UK) to buy Pacificorp, first foreign takeover of US utility. National (UK) Grid then announces purchase of New England Electric System.

1999 - Electricity marketed on Internet. FERC issues Order 2000, promoting regional transmission.

Thales of Miletus Timeline - History

Little is known of Thales. He was born about 624 BC in Miletus, Asia Minor (now Turkey) and died about 546 BC in Miletos, Turkey

The bust shown above is in the Capitoline Museum in Rome but is not contemporary with Thales.

  • Thales of Miletus was the first known Greek philosopher, scientist and mathematician. Some consider him to be the teacher of of Pythagoras, though it may be only that he advised Pythagoras to travel to Egypt and Chaldea.
  • From Eudemus of Rhodes (fl ca. 320 B.C) we know that he studied in Egypt and brought these teachings to Greece. He is unanimously ascribed the introduction of mathematical and astronomical sciences into Greece.
  • He is unanimously regarded as having been unusally clever--by general agreement the first of the Seven Wise Men, a pupil of the Egyptians and the Chaldeans.
  • None of his writing survives this makes it is difficult to determine his philosophy and to be certain about his mathematical discoveries.
  • There is, of course, the story of his successful speculation in oil presses -- as testament to his practical business acumen.
  • It is reported that he predicted an eclipse of the Sun on May 28, 585 BC, startling all of Ionia.
  • He is credited with five theorems of elementary geometry.

From W. K. C. Guthrie we have

According to Guthrie himself, one may say that ``ideas of Thales and other Milesians created a bridge between the two worlds-the world of myth and the world of the mind."

Thales believed that the Earth is a flat disk that floats on an endless expanse of water and all things come to be from water.

But, more preciesly, Thales and the Milesians proceeded from the assumption of a fundamental unity of all material things that is to be found behind their apparent diversity. This is the first recorded monism in history. He also regards the world as alive and thus life and matter to be inseparable. Even plants he feels have a immortal ``soul".

Being asked what was very difficult, he answered, in a famous apophthegm, "To Know Thyself." Asked what was very easy, he answered, "To give advice." To the question, what/who is God?, he answered, "That which has no beginning or no end." (The infinite!!)

So the task of the philosophers was to establish what exactly provided this unity: one said it was water another, the Boundless yet another, air.

Thales is believed to have been the teacher of Anaximander and he is the first natural philosopher in the Ionian (Milesian) School.

Thales is also said to have discovered a method of measuring the distance to a ship at sea.

Five basic propositions with proofs of plane geometry are attributed to Thales. Proposition. A circle is bisected by any diameter. Proposition. The base angles of an isosceles triangle are equal. Proposition. The angles between two intersecting straight lines are equal.

Proposition. Two triangles are congruent if they have two angles and the included side equal. Proposition. An angle in a semicircle is a right angle.

Proposition. An angle in a semicircle is a right angle.

Since there was no clear theory of angles at that time this is no doubt not the proof furnished by Thales.

Thales Had Travelled To Egypt

Thales, by Jacques de Gheyn III, 1616, British Museum

“Thales… first went to Egypt and hence introduced this study [geometry] into Greece. He discovered many propositions himself, and instructed his successors in the principles underlying many others, his method of attack being in some cases more general, in others more empirical.” Proclus quoted by Thomas Little Heath

It was quite common amongst the Greeks to credit their wisest with having visited Egypt. Pythagoras, Solon, and Plato are among the most notable examples. However, in the case of Thales of Miletus, it seems that he really visited the land of the Nile as many of his achievements, like the measuring of the pyramids’ height, were set in Egypt.

Even if Thales’ visit never occurred, the legend may still point to the origins of the philosopher’s ideas. Thales was surely aware of Egyptian views about the cosmos and its creation but he managed to adapt them in a unique, unprecedented manner that led to the birth of philosophical thinking.

In addition, Geometry had originated in Egypt and Egyptian mathematical knowledge was among the most advanced in the world. Without a doubt, this knowledge passed down to Thales who became known as the one who introduced Geometry to Greece.

Thales of Miletus Timeline - History

Thales was born more than 600 years before the birth of Christ. He entered life steeped in a culture defined by ancient mythologies. But it is Thales who is said to be among the first to toss aside centuries of nonscientific belief systems. Instead, he attempted to explain physical reality in terms of objective observation, measuring, testing and by developing solid mathematics.

Early Years of Thales

It is believed that Thales was born around the year 624 B.C. in the Ionian city of Miletus, which today is located on the western coast of Turkey. Because of the vast timescale, specific details of just where or when Thales was born are sketchy. Some ancient sources name his parents as Examyes and Cleobuline. It is possible and likely that his family was of the higher class, and perhaps even wealthy merchants. Some have traced the family of Thales back to an important Phoenician prince.

It must be acknowledged, however, that it is possible that Thales was born in Athens and later migrated to Miletus. That is because Thales is often considered to have been the “first Sage” of the famous Seven Sages. This was a school of elite philosophers known to have been established in Athens in the time period attributed to the life of Thales.

Thales the Philosopher

Up until the time of Thales, it was common for the ancient Greeks to explain natural phenomenon in terms of “actions of gods.” For example, a thunder storm might be attributed to the anger of Zeus, or an earthquake as the workings of the gods of the underworld.

But Thales was bold enough to go beyond this way of thinking in favor of more logical and rational explanations. As for earthquakes, for example, Thales proposed that the Earth’s landmasses are afloat on oceans, and so the violent action of waves might be the true cause of a shaking earth.

Contributions to Mathematics

The importance of Thales’ contributions to the understanding of mathematics cannot be overemphasized. His theoretical work in the field of geometry would have enormous influence on all western science that followed. Thales came before Euclid, after whom Euclidean Geometry is named. But without Thales, there may have never been a Euclid.

Thales is said to have been the first to describe the underlying principles of bisecting circles, and he may have been the first to demonstrate mathematically that the angles at the base of an isosceles triangle are equal. Thales also showed that triangles having two angles and one side equal share equality. This was more than just lofty theory since these principles could be used for practical purposes, such as finding the distance of ships at sea.

Without these kinds of fundamental understandings of geometry, so much of what we take for granted today would be impossible. The mathematical developments of Thales spurred forward a variety of practical disciplines, from navigation and architecture to engineering and a deeper understanding of astronomy.

Thales is famous for an important theorem that is named after him. The Thales Theorem states: “If A, B and C are points on a circle where the line AC is a diameter of the circle, then the angle ABC is a right angle.”

Thales and Materialism

The greatest philosophers of modern times have debated the influence of Thales with enthusiasm, but also considerable disagreement. Many point to Thales as the man who gave birth to materialism — the idea that our reality is made of something “solid.” This takes the fundamentals of physics out of the realm of mysticism or supernatural explanations and into “hard reality.”

Thales is also considered to be among the first “Naturalists,” meaning that he basically attempted to explain “nature with nature itself.” That is, rather than attributing the creation of water, rocks or trees to gods traditionally assigned to each of those, Thales sought to look at everything in terms of what the fundamental properties of substances are rather than overlaying it with a reference to a nonphysical or transcendent source.

As such, Thales was among the first to make a major break with traditional ways of thinking that had held sway for several centuries. That makes him a significant and important figure in world history.

Thales: The Science

At some point, after he returned to Miletus, Thales took a step beyond his teachers. (Of course, his teachers may have taken this step themselves, but if they did, there is no historical record of it.)

You Don’t Need Hapi to Make the Nile Flood

Thales realized that natural phenomena had rational causes that could be studied and understood. For example, the annual flooding of the River Nile could be explained without Hapi, the river god, shown above.

The Egyptians believed the Nile’s floods were caused by Hapi, one of their many gods. If the gods were displeased, the river would not flood, and there would be famine. The gods had to be kept happy at all costs.

Thales said the Nile flooded for natural reasons, not because of Hapi.

Nowadays, of course, we know the Nile floods because seasonal rains fall further south in Africa: in fact it was another Ancient Greek, Eratosthenes, who was the first to figure this out, although Thales himself seems to have speculated about the true cause.

The switch between believing the gods were responsible for day-to-day events and believing that if we understood natural phenomena we could actually explain and predict events was Thales’ greatest achievement.

It unleashed people’s ability to think about the underlying causes of what we observe. It was the first scientific thinking we know of: Thales was the man who dumped superstition in favor of science.

A nerd with his head in the clouds who grew rich!

One dark evening Thales was out walking in Miletus looking at the night sky. He stumbled into a ditch, whereupon an old woman, who knew him as a ‘thinker’ laughed, and asked: “How can you see what the heavens are telling you when you can’t even see what is under your own feet?”

Thales seems to have been Ancient Greece’s first ever academic – its first science nerd in fact! And he was mocked for it. In the wealthy city of Miletus people told Thales that no one could ever prosper from merely thinking, and that’s why he was not rich.

Thales, however, proved his detractors wrong.

He had studied weather patterns in the region of Ionia, where the city of Miletus was located. The weather patterns one winter indicated that next season’s olive harvest would be a bumper crop. While it was still winter he placed small deposits to hire all the olive presses in Miletus for the next harvest. In summer, when the olive growers began to realize that a huge crop of olives was coming, they discovered Thales had hired all the olive presses.

Thales made a fortune by selling his rights to the presses to the olive growers. He carried out no physical work. He grew rich on mind power alone, applying his observations of weather patterns to predict how big the olive crop would be. He did not need any help from Aristaeus, the Greek god of olive groves.


Ancient people believed earthquakes were a measure of their gods’ anger. Sacrifices, including human sacrifices in some cultures, became the normal way of trying to pacify angry gods.

Ancient people believed earthquakes were a measure of their gods’ anger.

Thales sought a rational explanation for earthquakes. He theorized that our whole planet Earth is a flat disk floating on an infinite sea of water and that earthquakes come when the planet is hit by a wave traveling through the water. With the benefit of modern science we know Thales got it wrong.

His theory was, however, an enormous advance on saying the earth shook because Zeus was annoyed about something. Thales had at least tried to find a rational explanation for earthquakes.

A further benefit of Thales’ ideas (mercifully) was they required no sacrifices to be made.

What Are Things Made Of?

Thales thought deeply about matter. He decided that, fundamentally, everything must be made of the same thing – much as today we believe that all matter is made of atoms. His idea was that in its most fundamental form, all matter is water. It took about 200 years for Thales’ idea to be transformed by his compatriot Democritus into “all matter is atoms.”

The Ancient Greek historian Plutarch, who lived 600 years after Thales, wrote that Egyptian priests claimed Thales’ “everything is water” theory originally came out of Egypt.


Thales learned about astronomy in Egypt and possibly Babylon.

When Archimedes was killed during the Roman conquest of Syracuse in 212 BC, the Roman historian Cicero wrote about the event. He tells us the Romans discovered Archimedes had a machine that accurately predicted the movement of the moon and planets, and predicted solar and lunar eclipses. (Such a machine has actually been found by archeologists – it is an amazingly sophisticated device called the Antikythera Mechanism.)

The Romans also found a more basic globe showing the celestial sphere – a forerunner of the Antikythera Mechanism – which had first been made by Thales.

Thales built a sphere showing the planets and stars in their constellations around Earth. Later Greeks – possibly Archimedes – developed this further and built a remarkably sophisticated heavenly calculator – the Antikythera Mechanism.

Groundbreaking Mathematics

As with astronomy, Thales learned about mathematics in Egypt and possibly Babylon.

Back in Miletus, he built on what he had learned and was the first person to use deductive logic in mathematics, producing new results in geometry.

He established for the first time that mathematical theorems require proof before they are accepted as true.

He began transforming mathematics from a practical field of study to one that could be explored without worrying about practical applications. Hence Thales took great leaps towards modern pure mathematics, a subject based on deduction and proof, unconcerned about practical uses for its findings. (Funnily enough, although pure mathematics is performed with no thought for practical uses, discoveries in pure mathematics often turn out to be important in the real world!)

Thales established the Milesian School, where he taught mathematics, setting the stage for mathematics to flourish in Ancient Greece.

Belief in Gods

Thales did not reject the gods. He believed the gods were present in everything. As a result of this, all matter had some aspect of life in it. He thought that by understanding the fundamental principles of nature, people would actually get to know and understand their gods better.

“To Thales the primary question was not what do we know, but how do we know it?”


Thales was the founder of science in Ancient Greece. He established the Milesian School, which passed on his knowledge, most notably to Anaximander and Pythagoras. Greek science and mathematics peaked about 300 years later, in the era of Archimedes.

The rediscovery of Ancient Greek knowledge was the spark that fired the Renaissance and Scientific Revolution in Europe, setting science on a course leading to our modern technological world.

The rejection of superstition in favor of science began with Thales.

Family Life and The End

Accounts from ancient historians disagree about whether Thales ever married. Some say he married and had a son. Others say that he did not marry, but treated one of his nephews as if he were his son.

Thales died aged about 78 in about the year 546 BC.

Author of this page: The Doc
Images of Thales enhanced and colorized by this website.
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Thales and Creation

According to Aristotle, Thales is the founder of philosophy. He is most famously known for his claim that the world is made of water. When thinking about creation, Thales does not attribute significance to the gods but to natural explanations, an innovative notion for these times. Whereas everyone else makes sense of life through the lens of how gods think, how gods act, how gods are involved with humans, Thales downplays supernatural interaction to instead focus on natural principles. He looks to the laws and order of nature, what he can observe, what he can break down and explain.

I like the way one online article describes Thales’ contributions. This article explains that Thales’ pioneering success comes not from the fact that he declares water as the substance of all life, but the fact that he attempts “to explain nature by the simplification of phenomena and search for causes within nature itself rather than in the caprices of anthropomorphic gods. Thales is important in bridging the worlds of myth and reason.” This bridging of myth and reason opens up a whole new perspective to humans, a new lens that they can look through. Now, people begin to seek knowledge from studying the tangible world at their fingertips. If they find answers in the physical, what does that say about the supernatural? Do gods become powerless? Do myths lose all validity? And if people have been contributing everything to the gods, especially creation, what now do they believe?

Another interesting thing to think about: Thales sees how water falls from the sky, how the earth soaks it up, how water evaporates, rises to the clouds. Through solely observing, Thales discovers a cycle of life, and this cycle is malleable. With knowledge comes power. What level of power do people at this time think they have over the environment? If anything, Thales shows the world that by study and break down of natural processes that have long been in place, people can gain knowledge on how to change them! People can take reason and use it for their benefit, for their advantage, and for their manipulation. Thales’ cosmology pushes against traditional beliefs to create a new way of thinking.

Founded Greek mathematics and geometry

For being the first to demonstrate his theories through logical reasoning, he is considered the first mathematician in history. Thales' Theorem is fundamental to modern geometry. The most important are:

  • All triangles with equal angles are equal and their sides are proportional to each other.
  • If several parallel straight lines intersect with transverse lines, the resulting segments will be proportional.

The constant study, observation and deduction, allowed Thales to conclude other reasonings, so precise that they remain solid today:

  • In a triangle with two equal sides (isosceles), the angles of its base will also be equal.
  • A circle is bisected by some diameter.
  • The angles between two straight lines that intersect are equal.
  • Every angle inscribed within a semicircle will always be a right angle.
  • Triangles that have two angles and an equal side are equal.

Thales and Creation

Thales was born in Miletus in 624 B.C. He is known for being one of the first people to investigate the basis principles, the question of the originating substances of matter, and, therefore, the founder of the school of natural arts. Thales was interested in how nature was the main factor to disasters, such as earthquakes. He explained that it was not the gods who were sending these horrible disasters, but instead it was nature. Also, he explained that the unity of substance was very important. Nature was a important aspect of his philosophy. He also started to explain the astronomy of the stars and how it worked. He was the creator of Greek astronomy.

I believe that he fits with creation, because he believes that everything comes from nature and that it is not supernatural powers. It seems to be answering one of the questions of creation, “where did it come from?”. Although many Greeks believed that it was signs from the gods, Thales explained that instead it was nature. This nature over supernatural belief changed how people looked at different events. Instead of thinking that it was coming from the gods, people began to realize that it instead was not controlled by someone or multiple gods. His view brought a whole new perspective on how people viewed the gods. He brought a naturalistic view that showed how there are different ways for things to happen.

This philosopher started a new way of looking at the world. This was new and bold, this brought new people to follow him. He founded the Milesian school of natural philosophy. His philosophy brought a brand new view to the people of his time. He inspired many philosophers to come and somewhat started the scientific view of things, instead of believing in the gods as much. His view brought a new way of life for those in the European countries.