position_of_object(t) = position_of_object(t - dt) +
(change_in_position) * dt
INIT position_of_object = radius_of_the_Earth
change_in_position = velocity_of_object
velocity_of_object(t) = velocity_of_object(t - dt) +
(change_in_velocity) * dt
INIT velocity_of_object = 0
change_in_velocity = acceleration
acceleration = -force_on_object/mass_object
force_on_object = 6.67e-11*mass_Earth*mass_object*
position_of_object/ (radius_of_the_Earth^3)
mass_Earth = 6e24
mass_object = 1
radius_of_the_Earth = 6.4e6
Time Specs:Duration 0-10000, dT=1
Integration Method = Runge-Kutta 2
Time Specs Settings
Range: 0-10000; dt = 1; Integration Method = Runge-Kutta 2
