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Pregled bibliografske jedinice broj: 386159

Zbornik radova

Autori: Kos, Serđo; Filjar, Renato; Hess, Mirano
Naslov: Differential Equation of the Loxodrome on a Rotational Surface
( Differential Equation of the Loxodrome on a Rotational Surface )
Izvornik: ION ITM 2009 Conference ProceedingsFairfax , VA , USA : Institute of Navigation , USA , 2009. .
Skup: Institute of Navigation International Technical Meeting 2009
Mjesto i datum: Los Angeles - Anaheim , SAD, 26-28.01.2009.
Ključne riječi: Rotational surface; Loxodrome; Differential equation
( Rotational surface; Loxodrome; Differential equation )
Sažetak:
The loxodrome is a curve fairly often used in marine surface navigation primarily because it does not require a change of course.On the Mercator projection (standard marine nautical chart) the loxodrome is shown as a straight line , on Earth conceived as a sphere it has the form of a spiral curve , while on the Earth shaped as a rotational elipsoid it takes the form of an irregular curve.In this paper the rotational surface (S) is given by parametrisation and the differential equation of the loxodrome on the rotational surface (S) determined in this way is derived by the application of differential geometry thereby defining at the same time the metric of such rotational surface (S) , what is very convinient for use in marine applications.
Vrsta sudjelovanja: Pozvano
Vrsta prezentacije u zborniku: Cjeloviti rad (više od 1500 riječi)
Vrsta recenzije: Međunarodna recenzija
Projekt / tema: 112-1121722-3066
Izvorni jezik: eng
Kategorija: Znanstveni
Znanstvena područja:
Tehnologija prometa i transport
Upisao u CROSBI: skos@pfri.hr (skos@pfri.hr), 18. Ožu. 2009. u 11:19 sati



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