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    Optimal Transfer Trajectory Design to Halo Orbits Using Homotopy Approach

    , M.Sc. Thesis Sharif University of Technology Heydari, Ghasem (Author) ; Pourtakdoust, Hossein (Supervisor) ; Kiani, Maryam (Supervisor)
    Abstract
    Optimal Maneuvering to lessen the required fuel or to speed up the mission operation time is a significant part of various space missions. Optimal performance of a spacecraft reduces the mission cost, increases the mission life time and subsequently provides more chances for space exploration. In this sense, optimal maneuvering has always been at the center of attention and abundant works have been assigned to this importance. This research is also devoted to optimal trajectory design to transfer from low Earth orbits to the halo orbits. Specific characteristics of the halo orbits including periodicity, geometry, and particular position around the collinear liberation points of the... 

    Chaos Analysis and Trajectory Design in Four Body Problem

    , Ph.D. Dissertation Sharif University of Technology Sayanjali, Mohammad (Author) ; Pourtakdoust, Hossein (Supervisor)
    Abstract
    The subject of low thrust transfer trajectory design to the Sun-Earth L2 Lagrange point, considering the Moon’s gravitational attraction as the fourth body effect has been investigated. In addition, three body resonance orbits chaotic dynamics are also studied. The problem of transfer trajectory design to Earth-Moon halo orbit is investigated using two approaches for the thrusting phase of flight.In the first approach, a complete Bicircular four body model is utilized to initially insert an Earth bound spacecraft via active low thrust propulsion on a stable manifold (SM) of the Earth-Moon three body system. Subsequently, the spacecraft coasts to its desired Halo orbit with minimum Trajectory... 

    A new shape-based multiple-impulse strategy for coplanar orbital maneuvers

    , Article Acta Astronautica ; Volume 161 , 2019 , Pages 200-208 ; 00945765 (ISSN) Shakouri, A ; Kiani, M ; Pourtakdoust, S. H ; Sharif University of Technology
    Elsevier Ltd  2019
    Abstract
    A new shape-based geometric method (SBGM) is proposed for generation of multi-impulse transfer trajectories between arbitrary coplanar oblique orbits via a heuristic algorithm. The key advantage of the proposed SBGM includes a significant reduction in the number of design variables for an N-impulse orbital maneuver leading to a lower computational effort and energy requirement. The SBGM generates a smooth transfer trajectory by joining a number of confocal elliptic arcs such that the intersections share common tangent directions. It is proven that the well-known classic Hohmann transfer and its bi-elliptic counterpart between circular orbits are special cases of the proposed SBGM. The...