Ivan Paskvić

Ivan Paskvić (German: Johann Pasquich, Hungarian: János Pasquich, 3 January 1754 – 15 December 1829) was an Austro-Hungarian astronomer, physicist and mathematician.

Biography

Paskvić was born in Senj. He was educated in Zagreb, from 1778 in Graz and from 1782 in Buda. In Buda he was an adjunct professor of physics, professor of mathematics, Dean of the Faculty of Arts and director of Buda Observatory. His Slovakian colleague Daniel M. Kmeth accused him in several scientific journals of forging observational data of Buda Observatory. After examining the data many prominent scientists in Europe stood in Paskvić's defense, such as Carl Friedrich Gauss, Friedrich Bessel, Johann Franz Encke, Heinrich Wilhelm Matthias Olbers, Heinrich Christian Schumacher. From 1824 he worked in Vienna where he died.

Research and work

Paskvić dealt with astronomy, higher geodesy, mathematics, mechanics and theory of machines. His scientific work is divided into two periods. The first period deals with mechanics, higher mathematics and with its applications to theory of machines.[1][2][3] The second period deals with astronomy and higher geodesy.[4][5][6][7] He derives the formula for the length of a mathematical seconds pendulum at any place on the Earth, compares it with that of Laplace and corrects de Prony's formula for the length of physical seconds pendulum.[8] He determined the flattening of the Earth by finding formula's for 1) radius of the circle that passes through a point on Earth's surface and is parallel to the equator, 2) distance of the center of this circle from the center of the Earth, 3) meridian radius curvature at any point on Earth's surface, 4) size of one meridian degree, 5) the angle between the radius of the Earth at the equator and at some other point on Earth's surface, 6) the length of the quarter meridian, 7) the length of the meridian arc, 8) surface of Earth's zone between any two parallels.[9][10]

Publications

  1. ↑ Pasquich, Johann (1789). "Versuch eines Beytrags zur allgemeinen Theorie von der Bewegung und vortheilhaftesten Einrichtung der Maschinen".
  2. ↑ Pasquich, Johann (1789), "Versuch einer allgemeinen Theorie von der Bewegung der Maschinen, mit Riicksicht auf die Maschinen, welche von Menschen, oder Thieren getrieben werden".
  3. ↑ Pasquich, Johann (1791). "Unterricht in der Mathematischen Analysis und Maschinen-Lehre".
  4. ↑ Pasquich, Johann (1800). "Über den Gebrauch der neuesten Französischen Gradmesung bey geographischen Untersuchungen".
  5. ↑ Pasquich, Johann (1800). "Etwas über den Gebrauch der Lehre von Pendeln bey der Annahme der ellipsoidischen Gestalt der Erde".
  6. ↑ Pasquich, Johann (1805). "Ueber die Reduction der ausser dem Meridian beobachteten Zenithdistanzen auf den Meridia".
  7. ↑ Pasquich, Johann (1808). "Über den Gebrauch der Beobachtungen des Polar-Sternes in der Nähe seiner grössten Digression vom Meridian".
  8. ↑ Pasquich, Johann (1805). "Gedanken über den Prony'schen Vorschlag zur Bestimmung der Länge des einfachen Secunden-Pendels".
  9. ↑ Pasquich, Johann (1803). "Über die Krümmungs-Ellipsoide für die nördliche Hälfte unserer nördlichen Halbkugel".
  10. ↑ Pasquich, Johann (1804). "Antwort auf vorstehenden Aufsatz".

See also

Sources

This article is issued from Wikipedia - version of the 7/18/2016. The text is available under the Creative Commons Attribution/Share Alike but additional terms may apply for the media files.