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Mathematical models of rhumb line and their application

Matematički modeli loksodrome i njihova primena

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2011
395.pdf (464.1Kb)
Authors
Borisov, Mirko
Božić, Branko
Drobnjak, Siniša
Article (Published version)
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Abstract
The paper analyses some models of rhumb line on the ellipsoid, sphere and map projection. In geodesy and cartography, rhumb line is a complex curve on the earth's surface that crosses every meridian at the same oblique angle. Also, it is called a loxodrome. Specially, this article described some mathematical models of rhumb line on the different surfaces. So, there are some equations and examples how to calculate distance along rhumb line. In the Mercator projection, rhumb line is displayed as line and it is used in navigation traditionally.
U radu se razmatraju određeni modeli loksodrome na elipsoidu, lopti i projekcionoj ravni. Po definiciji u geodeziji i kartografiji, loksodroma predstavlja krivu liniju na Zemljinoj površi koja prolazi i seče svaki meridijan pod istim uglom. Takođe, ona ima i druge nazive u literaturi. U ovom radu su posebno opisani matematički modeli loksodrome na datim površima. Prikazane su formule za računanje dužina loksodrome na datim površima. U ravni Merkatorove projekcije loksodroma se prikazuje pravom linijom i u navigaciji ima dugu tradiciju i praktičnu primenu.
Keywords:
rhumb line / ellipsoid / sphere / projection / navigation / loksodroma / elipsoid / lopta / projekciona ravan / navigacija
Source:
Tehnika, 2011, 66, 4, 551-556
Publisher:
  • Savez inženjera i tehničara Srbije, Beograd

ISSN: 0040-2176

[ Google Scholar ]
Handle
https://hdl.handle.net/21.15107/rcub_grafar_397
URI
https://grafar.grf.bg.ac.rs/handle/123456789/397
Collections
  • Radovi istraživača / Researcher's publications
  • Катедра за геодезију и геоинформатику
Institution/Community
GraFar
TY  - JOUR
AU  - Borisov, Mirko
AU  - Božić, Branko
AU  - Drobnjak, Siniša
PY  - 2011
UR  - https://grafar.grf.bg.ac.rs/handle/123456789/397
AB  - The paper analyses some models of rhumb line on the ellipsoid, sphere and map projection. In geodesy and cartography, rhumb line is a complex curve on the earth's surface that crosses every meridian at the same oblique angle. Also, it is called a loxodrome. Specially, this article described some mathematical models of rhumb line on the different surfaces. So, there are some equations and examples how to calculate distance along rhumb line. In the Mercator projection, rhumb line is displayed as line and it is used in navigation traditionally.
AB  - U radu se razmatraju određeni modeli loksodrome na elipsoidu, lopti i projekcionoj ravni. Po definiciji u geodeziji i kartografiji, loksodroma predstavlja krivu liniju na Zemljinoj površi koja prolazi i seče svaki meridijan pod istim uglom. Takođe, ona ima i druge nazive u literaturi. U ovom radu su posebno opisani matematički modeli loksodrome na datim površima. Prikazane su formule za računanje dužina loksodrome na datim površima. U ravni Merkatorove projekcije loksodroma se prikazuje pravom linijom i u navigaciji ima dugu tradiciju i praktičnu primenu.
PB  - Savez inženjera i tehničara Srbije, Beograd
T2  - Tehnika
T1  - Mathematical models of rhumb line and their application
T1  - Matematički modeli loksodrome i njihova primena
EP  - 556
IS  - 4
SP  - 551
VL  - 66
UR  - https://hdl.handle.net/21.15107/rcub_grafar_397
ER  - 
@article{
author = "Borisov, Mirko and Božić, Branko and Drobnjak, Siniša",
year = "2011",
abstract = "The paper analyses some models of rhumb line on the ellipsoid, sphere and map projection. In geodesy and cartography, rhumb line is a complex curve on the earth's surface that crosses every meridian at the same oblique angle. Also, it is called a loxodrome. Specially, this article described some mathematical models of rhumb line on the different surfaces. So, there are some equations and examples how to calculate distance along rhumb line. In the Mercator projection, rhumb line is displayed as line and it is used in navigation traditionally., U radu se razmatraju određeni modeli loksodrome na elipsoidu, lopti i projekcionoj ravni. Po definiciji u geodeziji i kartografiji, loksodroma predstavlja krivu liniju na Zemljinoj površi koja prolazi i seče svaki meridijan pod istim uglom. Takođe, ona ima i druge nazive u literaturi. U ovom radu su posebno opisani matematički modeli loksodrome na datim površima. Prikazane su formule za računanje dužina loksodrome na datim površima. U ravni Merkatorove projekcije loksodroma se prikazuje pravom linijom i u navigaciji ima dugu tradiciju i praktičnu primenu.",
publisher = "Savez inženjera i tehničara Srbije, Beograd",
journal = "Tehnika",
title = "Mathematical models of rhumb line and their application, Matematički modeli loksodrome i njihova primena",
pages = "556-551",
number = "4",
volume = "66",
url = "https://hdl.handle.net/21.15107/rcub_grafar_397"
}
Borisov, M., Božić, B.,& Drobnjak, S.. (2011). Mathematical models of rhumb line and their application. in Tehnika
Savez inženjera i tehničara Srbije, Beograd., 66(4), 551-556.
https://hdl.handle.net/21.15107/rcub_grafar_397
Borisov M, Božić B, Drobnjak S. Mathematical models of rhumb line and their application. in Tehnika. 2011;66(4):551-556.
https://hdl.handle.net/21.15107/rcub_grafar_397 .
Borisov, Mirko, Božić, Branko, Drobnjak, Siniša, "Mathematical models of rhumb line and their application" in Tehnika, 66, no. 4 (2011):551-556,
https://hdl.handle.net/21.15107/rcub_grafar_397 .

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