Finds the lagrange points of an orbit given its radius and the masses of the objects
Plots an orbit and finds its shape, eccentricity, period, and other details and parameters given its velocity, distance, and angle of projection along with the masses of the objects
Solves polynomial equations of degrees/orders up to 20
This website is meant to provide easy-to-use calculators to help people learn about and easily solve problems in orbital dynamics. We have calculators to find the lagrange points of an orbit, model and find the shape and parameters of an orbit, and an extra calculator which solves high degree polynomial questions, up to 20. We hope you enjoy this site and find it useful!
Created by Aarav Ahuja and Madhav Kapa