The imaginary and real velocity of an orbiting body based on different types of conics sections
Abstract
In this paper, I introduce general equation of conics sections based on physical problem on the earth surface in [1]. The conics sections here (hyperbola and ellips) are generated by all maximum points of parabolas. Based on it, I derived them to calculate the velocity and kinetic energy for different types of conics. The main results showed that there is imaginary velocity if type of conics is hyperbola for r=0, but kinetic energy never be imaginary, only be negative value if r=0. Mean while, if types of conics is ellipse, then the velocity is real and kinetic energy always be positive. It is mathematically unique because only imaginary mass based on special relativity that can produce negative energy
Keywords
Cite
@article{arxiv.1312.0967,
title = {The imaginary and real velocity of an orbiting body based on different types of conics sections},
author = {Andika Arisetyawan},
journal= {arXiv preprint arXiv:1312.0967},
year = {2014}
}
Comments
it is only revision paper. there was some typos,The equation 32 until 36 in the previous paper have been replaced and corrected. this revision does not change the content and conclusion of the previous paper