Determination of orbit using Laplace method and the perturbed ground track under the influence of j₂-gravity and luni-solar perturbation / Ahmed Abdelmageed Ahmed Saad ; Supervised Mervat Elsaid Awad , Inal Adham Hassan , Hany Ramadan Dwidar
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- تعيين المدار الابتدائى باستخدام طريقة لابلاس وحساب الأثر الأرضى تحت تأثير إقلاق كلاً من تفلطح الأرض وجذب الشمس والقمر [Added title page title]
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قاعة الرسائل الجامعية - الدور الاول | المكتبة المركزبة الجديدة - جامعة القاهرة | Cai01.12.01.M.Sc.2020.Ah.D (Browse shelf(Opens below)) | Not for loan | 01010110082306000 | ||
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مخـــزن الرســائل الجـــامعية - البدروم | المكتبة المركزبة الجديدة - جامعة القاهرة | Cai01.12.01.M.Sc.2020.Ah.D (Browse shelf(Opens below)) | 82306.CD | Not for loan | 01020110082306000 |
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Cai01.12.01.M.Sc.2020.Ab.T Theoretical analysis of space experiment results / | Cai01.12.01.M.Sc.2020.Ab.T Theoretical analysis of space experiment results / | Cai01.12.01.M.Sc.2020.Ah.D Determination of orbit using Laplace method and the perturbed ground track under the influence of j₂-gravity and luni-solar perturbation / | Cai01.12.01.M.Sc.2020.Ah.D Determination of orbit using Laplace method and the perturbed ground track under the influence of j₂-gravity and luni-solar perturbation / | Cai01.12.01.M.Sc.2020.Ma.A Analysis study and forecast of UV-Index over Egypt territory using satellite measurements / | Cai01.12.01.M.Sc.2020.Ma.A Analysis study and forecast of UV-Index over Egypt territory using satellite measurements / | Cai01.12.01.M.Sc.2020.No.F Formation of galaxies in cosmological models / |
Thesis (M.Sc.) - Cairo University - Faculty of Science - Department of Astronomy and Meterology
The main concern in the present research work is define the basic studies to determine an initial orbit (the position vector r and velocity vector v) by employing topo-centric right ascension-declination observations for a satellite at the time of interest. Additionally, define the basic studies of many perturbations forces that effects on satellite orbit which may deviate its current path tends to change its orbital elements. So, we solved equations of motion taking into account the effect of perturbed forces (Oblateness of the Earth, and Luni-solar forces) to determine the position and velocity components of satellites at any instant of time. We designed the mathematical model to employing topo-centric right ascension-declination observations for the satellite at the time of interest. Furthermore, to predict the position and velocity vectors after time. Additionally, convert the position vectors for a satellite to its corresponding latitude and longitude (ground track) by using Matlab package
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