Implementing Automatic Debris Avoidance Program

Authors

  • Akshan Mohaney Pace Junior Science College

DOI:

https://doi.org/10.47611/jsrhs.v12i3.4858

Keywords:

Implementation, Automatic Debris Avoidance Program

Abstract

The problem of space debris from human sources is increasing exponentially and satellites are at a constant risk of encountering them while moving in orbits. The current process of debris classification and avoidance is tedious and is done manually and soon with the ever-increasing debris problem, it is not going to take us a long way. Thus, the main question now is how satellites can use computer programming efficiently to classify incoming debris (as potentially harmful or not) and change/move their orbit to avoid incoming debris in space without any manual effort? To start thinking on this topic, reading a few sources (listed in reference) already published on this topic was necessary. Using the gathered information, I framed an algorithm on how the debris can be classified into potentially harmful or not and actions to be taken depending on the situation. I also framed a program as a kind of a blueprint to explain the logic on which this program can be written and built upon in the future. To do this I enriched my knowledge of 3D geometry by reading various articles. Numerous tests were done on the program and based on those I kept on correcting the main program and adding more detailed cases thus, leading to the final program.

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References or Bibliography

) Hlas, M., & Straub, J. (2016, March). An autonomous satellite debris avoidance system. In 2016 IEEE Aerospace Conference (pp. 1-5). IEEE.

) Allain, R. (2021, October 4). Where do two lines intersect in 3 dimensions? Medium. Retrieved March 16, 2023, from https://rjallain.medium.com/where-do-two-lines-intersect-in-3-dimensions-d28f738de36a

) Garcia, M. (2015, April 14). Space debris and human spacecraft. NASA. Retrieved March 16, 2023, from https://www.nasa.gov/mission_pages/station/news/orbital_debris.html

) Find the shortest distance between the skew lines R = (6i - toppr. (n.d.). Retrieved March 16, 2023, from https://www.toppr.com/ask/question/find-the-shortest-distance-between-the-skew-lines-r6i2j2kti2j2k-and-f4iks3i2j2k-where-st-are-scalars/)

) Gregerson, E. (2023, February 16). Space debris. Encyclopedia Britannica. Retrieved March 16, 2023, from https://www.britannica.com/technology/space-debris

) Kolyuka, Y. F., Ivanov, N. M., Afanasieva, T. I., & Gridchina, T. A. (2009, September). Examination of the lifetime, evolution and re-entry features for the “Molniya” type orbits. In Proceedings of the 21st International Symposium on Space Flight Dynamics—21st ISSFD, Toulouse, France (Vol. 650, pp. 30-110).

Published

08-31-2023

How to Cite

Mohaney, A. (2023). Implementing Automatic Debris Avoidance Program. Journal of Student Research, 12(3). https://doi.org/10.47611/jsrhs.v12i3.4858

Issue

Section

HS Research Projects