# Difference between revisions of "Julian Day"

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The '''Semimajor axis''' of an orbit is defined as one-half of the long axis of an ellipse or an elliptical orbit, a measure of the size of the orbit. | The '''Semimajor axis''' of an orbit is defined as one-half of the long axis of an ellipse or an elliptical orbit, a measure of the size of the orbit. | ||

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+ | In an elliptical orbit, the major axis passes through both foci, the central body being at or near one foci. There is nothing at the other foci. The distance between the highest point along the orbit to the barycenter is the apoapsis, the low point is the periapsis. The semimajor axis is one half the sum of the apoapsis and the periapsis. |

## Revision as of 11:43, 3 June 2021

Semimajor and semiminor axes

The **Semimajor axis** of an orbit is defined as one-half of the long axis of an ellipse or an elliptical orbit, a measure of the size of the orbit.

In an elliptical orbit, the major axis passes through both foci, the central body being at or near one foci. There is nothing at the other foci. The distance between the highest point along the orbit to the barycenter is the apoapsis, the low point is the periapsis. The semimajor axis is one half the sum of the apoapsis and the periapsis.