Thaddeus Vincenty

Thaddeus Vincenty

Thaddeus Vincenty (born Tadeusz Szpila 27 October 1920 in Grodzisko, Lwów Voivodship, Poland; died 6 March 2002 in Washington Grove, Maryland, U.S.) was a Polish American geodesist who worked with the U.S. Air Force and later the National Geodetic Survey to adapt three-dimensional adjustment techniques to NAD 83. [http://www.gfy.ku.dk/~iag/newslett/news7606.htm Thaddeus Vincenty's in memoriam] , by Bernard Chovitz, IAG Newsletter, March 2002 ] [http://ftp.rootsweb.com/pub/usgenweb/md/montgomery/obits/gazettenet/gnet200203.txt Obituaries] from [http://gazette.net/Montgomery gazette.net/montgomery] , March 2002: Montgomery Co., MD. ] He's best known for the Vincenty's formulae, a geodesic calculation technique published in 1975 and known for their extreme accuracy — about one-half millimeter. [ [http://www.movable-type.co.uk/scripts/LatLongVincenty.html Vincenty formula for distance between two Latitude/Longitude points] , Movable-type.co.uk, retrieved 29 Dec 2006] [ [http://www.ngs.noaa.gov/PUBS_LIB/inverse.pdf "Direct and Inverse Solutions of Geodesics on the Ellipsoid with application of nested equations"] (pdf), Survey Review, April 1975]

Vincenty's studies were interrupted by World War II, and he eventually arrived in a displaced persons camp. He arrived in to the United States in 1947, and took his father's first name as his surname. Within months, he enlisted in the Air Force, and only became involved in computer programming and surveying in 1957. After studying via correspondence courses, he published his first research paper in 1963. After 30 years in the Air Force, he left Cheyenne, Wyoming, and took a position at National Geodetic Survey.His contributions to the NAD 83 include the introduction of three dimensional Earth centered coordinates, which unifies locations on Earth with locations in space, an essential development for GPS.Vincenty received the Department of Commerce Medal for Meritorious Service in 1982. [ [http://www.history.noaa.gov/hallofhonor/medal1981.html Department of Commerce Medal recipients, 1980-1991] , retrieved 29 Dec 2006]

Vincenty and his wife Barbara had one daughter, two sons, and three grandchildren at the time of his death.

ee also

*Geodesy
*Geodesic
*Earth radius

External links

*Selected publications
** [http://www.springerlink.com/content/y7108u6862473583/?p=45ca9ff468cf4233a0f4143bfe5357c4&pi=5 Closed formulas for the direct and reverse geodetic problems] , Pages 241-242,Journal of Geodesy, Volume 51, Number 3 (September, 1977).
** [http://www.springerlink.com/content/96r60r4560375774/?p=45ca9ff468cf4233a0f4143bfe5357c4&pi=1 Height-controlled three-dimensional adjustment of horizontal networks] , Pages 37-43,Journal of Geodesy, Volume 54, Number 1 (March, 1980).
** [http://www.springerlink.com/content/7k4702641v6v1q22/ Methods of adjusting space systems data and terrestrial measurements] , Pages 231-241, Journal of Geodesy, Volume 56, Number 3 (September, 1982).
** [http://www.springerlink.com/content/g78137r51m040k14/ On the meaning of geodetic orientation] , Pages 189-199, Journal of Geodesy, Volume 59, Number 2 (June, 1985).

References


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  • Thaddeus Vincenty — (* 27. Oktober 1920 in Grodzisk, Polen; † 6. März 2002 in Gaithersburg (Maryland), USA) war ein bedeutender Geodät. Von ihm stammt unter anderem ein Algorithmus aus dem Jahr 1975 zur Lösung der ersten und zweiten Hauptaufgabe der Geodäsie. Er war …   Deutsch Wikipedia

  • Vincenty — Thaddeus Vincenty (* 27. Oktober 1920 in Grodzisk, Polen; † 6. März 2002 in Gaithersburg (Maryland), USA) war ein bedeutender Geodät. Von ihm stammt unter anderem ein Algorithmus aus dem Jahr 1975 zur Lösung der ersten und zweiten Hauptaufgabe… …   Deutsch Wikipedia

  • Vincenty's formulae — form a fast algorithm to calculate the distance between two latitude/longitude points on an ellipsoid. They have been widely used in geodesy because they are accurate to within 0.5mm (0.000015″) on the Earth ellipsoid. It has been developed by… …   Wikipedia

  • Fórmulas de Vincenty — Las fórmulas de Vincenty forman un algoritmo muy eficiente para el cálculo de la distancia entre dos puntos de la superficie de un elipsoide de revolución. Son utilizadas ampliamente en geodesia para calcular distancias sobre la superficie de la… …   Wikipedia Español

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