Analytical solution of the navigation problem on orthodromy in the Greenwich coordinate system

Kucherenko, P.; Sokolov, S.

doi:10.31857/S003282350002273-0

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Analytical solution of the navigation problem on orthodromy in the Greenwich coordinate system

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Analytical solution of the navigation problem on orthodromy in the Greenwich coordinate system

PII

S003282350002273-0-1

DOI

10.31857/S003282350002273-0

Publication type

Article

Status

Published

Authors

P. Kucherenko

Affiliation: Rostov State University of Communications
Address: Russian Federation

S. Sokolov

Affiliation: Rostov State University of Communications
Address: Russian Federation

Journal name

Prikladnaia matematika i mekhanika

Edition

Volume 82 Issue 5

Pages

668-669

Abstract

Keywords

Acknowledgment

This work was supported by the Russian Foundation for Basic Research (Project No. 16-07-00994 A) and state assignment No. 1.1772.2018 / 11.12.

Received

15.12.2018

Publication date

18.12.2018

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GOST	Kucherenko P., Sokolov S. Analytical solution of the navigation problem on orthodromy in the Greenwich coordinate system // Prikladnaia matematika i mekhanika – 2018. – V. 82. – Issue 5 C. 668-669 [Electronic resource]. URL: http://ras.jes.su/pmm/s207987840001480-7-1-en (circulation date: 24.04.2024). DOI: 10.31857/S003282350002273-0
MLA	Kucherenko, P., Sokolov, S. "Analytical solution of the navigation problem on orthodromy in the Greenwich coordinate system." Prikladnaia matematika i mekhanika 82.5 (2018):668-669. DOI: 10.31857/S003282350002273-0
APA	Kucherenko P., Sokolov S. (2018). Analytical solution of the navigation problem on orthodromy in the Greenwich coordinate system. Prikladnaia matematika i mekhanika 82(5), pp.668-669 DOI: 10.31857/S003282350002273-0

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1. Sokolov S.V. Analiticheskie modeli prostranstvennykh traektorij dlya resheniya zadach navigatsii // PMM. 2015. T.79. Vyp.1. 2015. S. 24–30.

2. GLONASS. Printsipy postroeniya i funktsionirovaniya / Pod red. Perova A.I., Kharisova V.N. M.: Radiotekhnika, 2010. 800 s.

3. Sokolov S.V. Sintez analiticheskikh modelej prostranstvennykh traektorij i ikh primenenie dlya resheniya zadach sputnikovoj navigatsii // Prikl. fiz. mat. 2013. T.1. Vyp.2. S. 3–12.

4. Gradshtejn I.S., Ryzhik I.M. Tablitsy integralov, summ, ryadov i proizvedenij. M.: Fizmatgiz, 1963. 1100 s.