Spacecraft trajectory optimization
Space is massive and poses challenges which are normally not found when dealing with problems set in a terrestrial environment. The vast distances, radiation from stars and even planets along with gravity and the distances involves complicate even a task seemingly as simple as sending a spacecraft t...
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sg-ntu-dr.10356-750282023-07-07T16:06:18Z Spacecraft trajectory optimization Bora, Dinesh Ming Yang Ponnuthurai N. Suganthan School of Electrical and Electronic Engineering DRNTU::Engineering Space is massive and poses challenges which are normally not found when dealing with problems set in a terrestrial environment. The vast distances, radiation from stars and even planets along with gravity and the distances involves complicate even a task seemingly as simple as sending a spacecraft to a distant celestial object. Here mistakes in calculation, even if it is minute can result in complete disaster, resulting in the trajectory of the craft falling short of the mission objective. Spacecraft trajectory problems are considered non-linear without a clear final solution. We will attempt to answer this problem by using Differential Evolution to optimize the Messenger and Cassini problems, using the results of CEC 2011 to do so. Bachelor of Engineering 2018-05-27T12:17:37Z 2018-05-27T12:17:37Z 2018 Final Year Project (FYP) http://hdl.handle.net/10356/75028 en Nanyang Technological University 46 p. application/pdf |
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DRNTU::Engineering Bora, Dinesh Ming Yang Spacecraft trajectory optimization |
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Space is massive and poses challenges which are normally not found when dealing with problems set in a terrestrial environment. The vast distances, radiation from stars and even planets along with gravity and the distances involves complicate even a task seemingly as simple as sending a spacecraft to a distant celestial object. Here mistakes in calculation, even if it is minute can result in complete disaster, resulting in the trajectory of the craft falling short of the mission objective.
Spacecraft trajectory problems are considered non-linear without a clear final solution. We will attempt to answer this problem by using Differential Evolution to optimize the Messenger and Cassini problems, using the results of CEC 2011 to do so. |
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Ponnuthurai N. Suganthan |
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Ponnuthurai N. Suganthan Bora, Dinesh Ming Yang |
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Final Year Project |
author |
Bora, Dinesh Ming Yang |
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Bora, Dinesh Ming Yang |
title |
Spacecraft trajectory optimization |
title_short |
Spacecraft trajectory optimization |
title_full |
Spacecraft trajectory optimization |
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Spacecraft trajectory optimization |
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Spacecraft trajectory optimization |
title_sort |
spacecraft trajectory optimization |
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2018 |
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http://hdl.handle.net/10356/75028 |
_version_ |
1772829016977309696 |