What is the shortest orbit time?
The shortest orbit time, or orbital period, depends on various factors such as the mass of the central body, the distance of the orbiting object from the central body, and its orbital velocity, in terms of celestial objects orbiting the Sun, the shortest orbit time belongs to Mercury, the innermost planet in our solar system. Mercury has the shortest orbital period among the planets, completing one orbit around the Sun in approximately 88 Earth days.
How to Calculate Time Period of Elliptical Orbit given Semi-Major Axis?
Time Period of Elliptical Orbit given Semi-Major Axis calculator uses Time Period of Elliptic Orbit = 2*pi*Semi Major Axis of Elliptic Orbit^2*sqrt(1-Eccentricity of Elliptical Orbit^2)/Angular Momentum of Elliptic Orbit to calculate the Time Period of Elliptic Orbit, Time Period of Elliptical Orbit given Semi-Major Axis formula is defined as a measure of the time taken by an object to complete one full orbit around a celestial body in an elliptical path, providing valuable insights into the orbital characteristics of celestial bodies in our solar system. Time Period of Elliptic Orbit is denoted by Te symbol.
How to calculate Time Period of Elliptical Orbit given Semi-Major Axis using this online calculator? To use this online calculator for Time Period of Elliptical Orbit given Semi-Major Axis, enter Semi Major Axis of Elliptic Orbit (ae), Eccentricity of Elliptical Orbit (ee) & Angular Momentum of Elliptic Orbit (he) and hit the calculate button. Here is how the Time Period of Elliptical Orbit given Semi-Major Axis calculation can be explained with given input values -> 21938.2 = 2*pi*16940000^2*sqrt(1-0.6^2)/65750000000.