Quaternion methods and regular models of celestial and space flight mechanic: using Euler (Rodrigues-Hamilton) parameters to describe orbital (trajectory) motion. II: Perturbed spatial restricted three-body problem
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Publication:2699160
DOI10.3103/S0025654422600787MaRDI QIDQ2699160
Publication date: 26 April 2023
Published in: Mechanics of Solids (Search for Journal in Brave)
spacecraftnonholonomicEuler (Rodrigues-Hamilton) parametersHamilton rotation quaternionorbital and ideal coordinate systemsperturbed spatial restricted three-body problemregular quaternion models
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- Optimal reorientation of a Spacecraft's orbit using a jet thrust orthogonal to the orbital plane
- Analysis of optimal motion control for a material point in a central field with application of quaternions
- Quaternion methods and models of regular celestial mechanics and astrodynamics
- Optimal rotation of the orbit plane of a variable mass spacecraft in the central gravitational field by means of orthogonal thrust
- Quaternion methods and regular models of celestial mechanics and space flight mechanics: the use of Euler (Rodrigues-Hamilton) parameters to describe orbital (trajectory) motion. I: Review and analysis of methods and models and their applications
- Ideal frames for perturbed Keplerian motions