1755 in science
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The year 1755 in science and technology involved some significant events.
Contents |
[edit] Astronomy
- Immanuel Kant develops the nebular hypothesis.[1][2]
[edit] Chemistry
- Joseph Black describes his discovery of carbon dioxide ("fixed air") and magnesium in a paper to the Philosophical Society of Edinburgh.[3]
[edit] Earth sciences
- November 1 - An earthquake in Lisbon kills 30,000 inhabitants.
- Publication of De Litteraria expeditione per pontificiam ditionem ad dimetiendos duos meridiani gradus a PP, a description of the measurement of a meridian arc carried out in the Papal States by Ruđer Bošković with Christopher Maire in 1750–2.
[edit] Mathematics
- Leonhard Euler's Institutiones calculi differentialis is published.[4]
[edit] Technology
- December 2 - The second Eddystone Lighthouse (1709-1755), with a wooden cone, catches fire and burns to the ground; it will be rebuilt in stone.
- While serving as Postmaster General of the northern American colonies, Benjamin Franklin invents a simple odometer, attached to his horse carriage, to help analyze the best routes for delivering the mail.
- approx. date - Thomas Mudge invents the lever escapement for timepieces.
[edit] Awards
[edit] Births
- January 28 - Samuel Thomas von Sömmerring, Prussian physician, anatomist, paleontologist and inventor (d. 1830).
- April 11 - James Parkinson, English surgeon (d. 1824).
- June 15 - Antoine François, French chemist (d. 1809)
- October 11 - Fausto Elhuyar, Spanish chemist (d. 1833).
- October 28 - Jacques Labillardière, French naturalist (d. 1834).
[edit] Deaths
- May 20 - Johann Georg Gmelin, botanist, natural historian and geographer (b. 1709)
[edit] References
- ^ Woolfson, M. M. (1993). "Solar System – its origin and evolution". Quarterly Journal of the Royal Astronomical Society 34: 1–20. Bibcode 1993QJRAS..34....1W.
- ^ Palmquist, Stephen (1987). "Kant's Cosmogony Re-Evaluated". Studies in History and Philosophy of Science 18: 255–269.
- ^ Published 1756.
- ^ Ball, W. W. Rouse (1888). A Short Account of the History of Mathematics. London: Macmillan. p. 368.