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Periodic Orbits Around the Triangular Points with Prolate Primaries

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Abd El-Salam F. A. (2019) Periodic and degenerate orbits around the equilibrium points in the relativistic restricted three-body problem., Iranian Journal of Science and Technology, Transactions A: Science, Vol. 43, No. 1, 173-192. Abd El-Salam F. A. ( 2019 ) Periodic and degenerate orbits around the equilibrium points in the relativistic restricted three-body problem ., Iranian Journal of Science and Technology, Transactions A: Science , Vol. 43 , No. 1 , 173 - 192 . Search in Google Scholar

AbdulRaheem A. and Singh J. (2008) Combined effects of perturbations, radiation and oblateness on the periodic orbits in the restricted three-body problem, Astrophysics and Space Science, Vol. 317, 9–13. AbdulRaheem A. Singh J. ( 2008 ) Combined effects of perturbations, radiation and oblateness on the periodic orbits in the restricted three-body problem , Astrophysics and Space Science , Vol. 317 , 9 13 . Search in Google Scholar

Abouelmagd E. I., M. S. Alhothuali, Juan L. G. Guirao, and H. M. Malaikah (2015) Periodic and Secular Solutions in the Restricted Three–Body Problem under the Effect of Zonal Harmonic Parameters, Applied Mathematics & Information Sciences, Vol. 9, No. 4, 1659-1669. Abouelmagd E. I. M. S. Alhothuali Guirao Juan L. G. H. M. Malaikah ( 2015 ) Periodic and Secular Solutions in the Restricted Three–Body Problem under the Effect of Zonal Harmonic Parameters , Applied Mathematics & Information Sciences , Vol. 9 , No. 4 , 1659 - 1669 . Search in Google Scholar

Abouelmagd E. I., Alzahrani. F, GuiroJ L. G., Hobiny A. (2016) Periodic orbits around the collinear libration points, Nonlinear Sci.Appl.(JNSA), Vol.9(4:1716-1727 Abouelmagd E. I. Alzahrani F GuiroJ L. G. Hobiny A. ( 2016 ) Periodic orbits around the collinear libration points , Nonlinear Sci.Appl.(JNSA) , Vol. 9 ( 4 : 1716 - 1727 Search in Google Scholar

Abouelmagd, E. I. and Mostafa, A. (2015) Out of plane equilibrium points locations and the forbidden movement regions in the restricted three-body problem with variable mass. Astrophysics and space science, 357(1), 1-10. Abouelmagd E. I. Mostafa A. ( 2015 ) Out of plane equilibrium points locations and the forbidden movement regions in the restricted three-body problem with variable mass . Astrophysics and space science , 357 ( 1 ), 1 - 10 . Search in Google Scholar

Alrebdi H. I., Papadakis K.E., Dubeibe F. L., and Zotos E. E. (2022) Equilibrium Points and Networks of Periodic Orbits in the Pseudo-Newtonian Planar Circular Restricted Three-body Problem. The Astronomical Journal, Vol. 163, No. 2, 75. Alrebdi H. I. Papadakis K.E. Dubeibe F. L. Zotos E. E. ( 2022 ) Equilibrium Points and Networks of Periodic Orbits in the Pseudo-Newtonian Planar Circular Restricted Three-body Problem . The Astronomical Journal , Vol. 163 , No. 2 , 75 . Search in Google Scholar

Alrebdi H. I., Smii B., and Zotos E. E. (2022) Equilibrium dynamics of the restricted three-body problem with radiating prolate bodies. Results in Physics : 105240. Alrebdi H. I. Smii B. Zotos E. E. ( 2022 ) Equilibrium dynamics of the restricted three-body problem with radiating prolate bodies . Results in Physics : 105240 . Search in Google Scholar

Beatty J K., Petersen C. C. and Chaikin A. (1999) The New Solar System, Cambridge University Press, Cambridge, 4th edition. Beatty J K. Petersen C. C. Chaikin A. ( 1999 ) The New Solar System , Cambridge University Press , Cambridge , 4th edition . Search in Google Scholar

Burgos-García J., Lessard j. p., James J.D. (2019) Spatial periodic orbits in the equilateral circular restricted four-body problem: computer-assisted proofs of existence. Celestial Mechanics and Dynamical Astronomy 131.1: 1-36. Burgos-García J. Lessard j. p. James J.D. ( 2019 ) Spatial periodic orbits in the equilateral circular restricted four-body problem: computer-assisted proofs of existence . Celestial Mechanics and Dynamical Astronomy 131 . 1 : 1 - 36 . Search in Google Scholar

Ddvorak R. and Lhotka C. (2013) Celestial Dynamics Chaoticity and Dynamics of Celestial systems, Wiley-VCH. Ddvorak R. Lhotka C. ( 2013 ) Celestial Dynamics Chaoticity and Dynamics of Celestial systems , Wiley-VCH . Search in Google Scholar

Marsola TCL., da Silva Fernandes, S., and Balthazar J. M. (2021) Stationkeeping controllers for Earth–Moon L1 and L2 libration points halo orbits. Journal of the Brazilian Society of Mechanical Sciences and Engineering 43:347. Marsola TCL. da Silva Fernandes S. Balthazar J. M. ( 2021 ) Stationkeeping controllers for Earth-Moon L1 and L2 libration points halo orbits .. Journal of the Brazilian Society of Mechanical Sciences and Engineering 43 : 347 . Search in Google Scholar

Pathak N., Abouelmagd Elbaz I., Thomas V.O. (2019) On higher order resonant periodic orbits in the photo–gravitational planar restricted three–body problem with oblateness. The Journal of the Astronautical Sciences 66.4: 475-505. Pathak N. Abouelmagd Elbaz I. Thomas V.O. ( 2019 ) On higher order resonant periodic orbits in the photo-gravitational planar restricted three-body problem with oblateness . The Journal of the Astronautical Sciences 66 . 4 : 475 - 505 . Search in Google Scholar

Kumar P. A. and Sharma D. (2021) Periodic orbits in the restricted problem of three bodies in a three-dimensional coordinate system when the smaller primary is a triaxial rigid body. Applied Mathematics and Nonlinear Sciences 6.1 : 429-438. Kumar P. A. Sharma D. ( 2021 ) Periodic orbits in the restricted problem of three bodies in a three-dimensional coordinate system when the smaller primary is a triaxial rigid body . Applied Mathematics and Nonlinear Sciences 6 . 1 : 429 - 438 . Search in Google Scholar

Radwan M. and Abd El Motelp N. S. (2021) Location and stability of the triangular points in the triaxial elliptic restricted three-body problem., Revista Mexicana de Astronomia y Astrofisica, Vol. 57, No. 2, 311–319. Radwan M. Abd El Motelp N. S. ( 2021 ) Location and stability of the triangular points in the triaxial elliptic restricted three-body problem ., Revista Mexicana de Astronomia y Astrofisica , Vol. 57 , No. 2 , 311 - 319 . Search in Google Scholar

Reiff J., Zatsch J., Main J. and Hernandez R. (2022) On the stability of satellites at unstable libration points of sun–planet–moon systems.Communications in Nonlinear Science and Numerical Simulation 104 : 106053. Reiff J. Zatsch J. Main J. Hernandez R. ( 2022 ) On the stability of satellites at unstable libration points of sun-planet-moon systems . Communications in Nonlinear Science and Numerical Simulation 104 : 106053 . Search in Google Scholar

Saeed T. and Zotos E. E. (2021) On the equilibria of the restricted three-body problem with a triaxial rigid body - I. Oblate primary, Results in Physics, Vol. 23, 103990. Saeed T. Zotos E. E. ( 2021 ) On the equilibria of the restricted three-body problem with a triaxial rigid body - I. Oblate primary , Results in Physics , Vol. 23 , 103990 . Search in Google Scholar

Sharma R K. and Jency. A. (2019) Locations of Lagrangian points and periodic orbits around triangular points in the photo gravitational elliptic restricted three-body problem with oblateness, International Journal of Advanced Astronomy, Vol. 7, No. 2, 25-38. Sharma R K. Jency. A. ( 2019 ) Locations of Lagrangian points and periodic orbits around triangular points in the photo gravitational elliptic restricted three-body problem with oblateness , International Journal of Advanced Astronomy , Vol. 7 , No. 2 , 25 - 38 . Search in Google Scholar

Singh J., Umar A. (2012) On the stability of triangular points in the elliptic R3BP under radiating and oblate primaries, Astrophysics and Space Science, Vol. 341, 349–358. Singh J. Umar A. ( 2012 ) On the stability of triangular points in the elliptic R3BP under radiating and oblate primaries , Astrophysics and Space Science , Vol. 341 , 349 - 358 . Search in Google Scholar

Szebehely V. (1967) Theory of Orbit Academic Press, New York, 1967. Szebehely V. ( 1967 ) Theory of Orbit Academic Press , New York , 1967 . Search in Google Scholar

Sharma R K. and Subba Rao P V. (1975) Collinear equilibria and their characteristic exponents in the restricted three-body problem when the primaries are oblate spheroids, Celestial Mechanics, Vol. 12, 189-201. Sharma R K. Subba Rao P V. ( 1975 ) Collinear equilibria and their characteristic exponents in the restricted three-body problem when the primaries are oblate spheroids , Celestial Mechanics , Vol. 12 , 189 - 201 . Search in Google Scholar

Zahra, K., Awad, Z., Dwidar, H. R., Radwan, M. (2017). On stability of triangular points of the restricted relativistic elliptic three-body problem with triaxial and oblate primaries, Serbian Astronomical Journal, Issue. 195, 47-52. Zahra K. Awad Z. Dwidar H. R. Radwan M. ( 2017 ). On stability of triangular points of the restricted relativistic elliptic three-body problem with triaxial and oblate primaries , Serbian Astronomical Journal , Issue. 195 , 47 - 52 . Search in Google Scholar

Zotos E. E. (2020) Exploring the Planar Circular Restricted Three-body Problem with Prolate Primaries, Journal of Nonlinear Modeling and Analysis, http://jnma.ca; http://jnma.ijournal.cn 2.3 : 411-429. Zotos E. E. ( 2020 ) Exploring the Planar Circular Restricted Three-body Problem with Prolate Primaries , Journal of Nonlinear Modeling and Analysis , http://jnma.ca ; http://jnma.ijournal.cn 2.3 : 411 - 429 . Search in Google Scholar

eISSN:
2083-6104
Lingua:
Inglese
Frequenza di pubblicazione:
4 volte all'anno
Argomenti della rivista:
Geosciences, other