Параметри
Optimization of sprint interplanetary trajectories with nuclear bimodal thermal propulsion
Тип публікації :
Стаття
Дата випуску :
2019
Автор(и) :
Kharytonov, O. M.
Savchenko, S. R.
Miranda, N.
Мова основного тексту :
English
eKNUTSHIR URL :
Випуск :
1
ISSN :
1812-5409
Початкова сторінка :
74
Кінцева сторінка :
77
Цитування :
Kharytonov, O. M., Savchenko, S. R., Miranda, N. (2019). Optimization of sprint interplanetary trajectories with nuclear bimodal thermal propulsion. Bulletin of Taras Shevchenko National University of Kyiv. Physics and Mathematics(1), 74–77. https://doi.org/10.17721/1812-5409.2019/1.16
Interplanetary missions require fast and fuel-efficient transfers. Combining small times transfers of high-thrust and efficiency of low-thrust propulsion can provide a good compromise. Saving an amount of fuel from the initial high-thrust burn and using it to correct the trajectory could lead to an economy of fuel. We investigated the optimal way to take advantages of both high and low-thrust propulsion benefits in order to maximize the payload mass of the mission. Using a simple model of ideal engine of limited power and the transporting trajectory method, we determined the analytical expression of final payload mass. The solution of the optimization problem gave us the optimal repartition of fuel between high and low-thrust maneuvers for a given thrust of thermal propulsion and electrical power of low-thrust propulsion system. As the mass of the low-thrust propulsion system depends on the electrical power, we took it into account to determine the optimal electrical power for a sprint trajectory in a given time. As a result, we could obtain the interval of transfer time for which the combination of high and low thrust becomes optimal.Key words: sprint trajectory, bimodal nuclear propulsion, transporting trajectory method.Pages of the article in the issue: 74-77Language of the article: English
Тип зібрання :
Publication
Файл(и) :
Ескіз недоступний
Формат
Adobe PDF
Розмір :
1.45 MB
Контрольна сума:
(MD5):c758f1d9fc22471c3d223386c58f3268
Ця робота розповсюджується на умовах ліцензії Creative Commons CC BY
10.17721/1812-5409.2019/1.16