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Trigonometric Criteria for Determining Whether Meteoritic Falls Lie on the Same Great Circle *
Author(s) -
Leonard Frederick C.
Publication year - 1950
Publication title -
contributions of the meteoritical society
Language(s) - English
Resource type - Journals
eISSN - 1945-5100
pISSN - 0096-2805
DOI - 10.1111/j.1945-5100.1950.tb00129.x
Subject(s) - trigonometry , point (geometry) , mathematics , combinatorics , great circle , geodesy , geometry , geography
A bstract This paper is divided into 6 sections, of which an enumeration will constitute its abstract: (1) introduction; (2) trigonometric criteria for determining whether a given point Q lies on the great circle passing thru 2 other given points, A and B , of north pole P ; (3) and (4) methods of determining the geographic coördinates of pole P ; (5) determination of the distance of a given point R from the great circle; and (6) determination of the coördinates of point S , the point on the great circle closest to the given point R . Several subtopics are discussed in the notes to the paper.

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