APPLICATION OF CONIC SECTIONS IN PHYSICS AND ASTRONOMY
Rushadije HALILI, Endrita KELMENDI, Merita BAJRAMI
Abstract
In this paper, we present the equations of some conic sections and explore their applications in physics and astronomy. We investigate ellipses, parabolas, circles and hyperbolas that are essential in modeling a range of phenomena, from planetary orbits and satellite trajectories to projectile motion and optical systems. By discussing these geometric forms and their relationships with key concepts in physics, we examine how conic sections contribute to our understanding of celestial mechanics, gravitational forces and light reflection. This paper aims to provide a foundation for further research on the significance of conic sections in scientific exploration.
Pages:
429 - 438