A NEW METHOD FOR SOLVING THE RESECTION PROBLEM
Veli Akarsu
article (Uluslararası, Hakemli) | Yazar(lar): Veli Akarsu | Yıl: 2008 | Dergi/Kurum: SIGMA JOURNAL OF ENGINEERING AND NATURAL SCIENCES-SIGMA MUHENDISLIK VE FEN BILIMLERI DERGISI | İndeks: WOS.ESCI | Anahtar Kelimeler: Resection, geodetic measurement, circle, deltoid — Özet: This paper presents a solution to the two-dim
This paper presents a solution to the two-dimensional resection problem that involves determining the rectangular coordinates of the unknown point P by obtaining the distances connecting it to the points A, B and C which coordinates are known. The three-point resection problem is a numerical one. The input data are two horizontal angles computed using the X,Y coordinates of the three points and three directions or distances. The output data are the vertical coordinates X,Y of the point P. In this study a new numerical solution method has been developed for the mentioned numerical problem which is different from the existing ones. The most important part of this study are explanation of theoretical foundations and demonstration of the numerical application.