年份 | 2017 |
学科 | 物理与天文学 Physics and Astronomy |
国家/州 | United State of America |
Deviation Patterns of the Orbital Trajectories of the Galilean Satellites
This study of the Jovian system aims to determine the patterns of deviation magnitude produced from the orbital trajectories of the Galilean satellites based on three different parameters: theoretical orbital parameters (Model 1), SPICE (Spacecraft-Planetary Instrument C-Matrix-Events) actual positional data (Model 2), and the Jovian gravitational field (Model 3). Holding Model 2 as the control, the most accurate parameter to model the orbital trajectories of the Galilean satellites was determined by analyzing deviation patterns produced from deviation plots between Models 1 & 2 (Deviation Plot A) and Models 2 & 3 (Deviation Plot B). Deviation Plot A produced sinusoidal deviation patterns due to trajectorial micro-oscillations for each satellite caused by trigonometric construction of elliptical trajectories; Deviation Plot B produced linear deviation patterns because of the Eulerian integration algorithm simulating the Jovian gravitational field, causing sinusoidal fluctuations in both Models 2 & 3, resulting in linear increase in deviation. Because the p-value for each t-test performed between Deviation Plots A & B for each satellite was less than alpha (0.05), the null hypothesis (H0) was rejected, thus concluding that there is a statistically significant difference between the orbital trajectory deviations produced from Deviation Plots A & B. The Eulerian integration algorithm in Model 3 can accurately predict future orbital trajectories of the Galilean satellites and any other celestial bodies confined within the Kuiper Belt because the algorithm uses an initial position derived from SPICE which contains state vectors for nearly every celestial body within the Kuiper Belt.
英特尔国际科学与工程大奖赛,简称 "ISEF",由美国 Society for Science and the Public(科学和公共服务协会)主办,英特尔公司冠名赞助,是全球规模最大、等级最高的中学生的科研科创赛事。ISEF 的学术活动学科包括了所有数学、自然科学、工程的全部领域和部分社会科学。ISEF 素有全球青少年科学学术活动的“世界杯”之美誉,旨在鼓励学生团队协作,开拓创新,长期专一深入地研究自己感兴趣的课题。
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