Beta angle

[1] The beta angle determines the percentage of time that a satellite in low Earth orbit (LEO) spends in direct sunlight, absorbing solar radiation.An imaginary observer standing on the Sun defines a beta angle as positive if the satellite in question orbits in a counterclockwise direction and negative if it revolves clockwise.[4] The maximum amount of time that a satellite in a normal LEO mission can spend in Earth's shadow occurs at a beta angle of 0°.This allows the object to spend the maximum possible amount of its orbital period in the Earth's shadow, and results in extremely reduced absorption of solar energy.[1]) On the other extreme, an object launched into an orbit parallel to the terminator results in a beta angle of 90 degrees (Beta angle can be controlled to keep a satellite as cool as possible (for instruments that require low temperatures, such as infrared cameras) by keeping the beta angle as close to zero as possible, or, conversely, to keep a satellite in sunlight as much as possible (for conversion of sunlight by its solar panels, for solar stability of sensors, or to study the Sun) by maintaining a beta angle as close to +90 or -90 as possible.That same satellite also will have a beta angle with respect to the Sun, and in fact it has a beta angle for any celestial object one might wish to calculate one for: any satellite orbiting a body (i.e. the Earth) will be in that body's shadow with respect to a given celestial object (like a star) some of the time, and in its line-of-sight the rest of the time.[6] Therefore, the mission duration affected launch timing when the beta cutout dates were approaching.
Beta angle ( )
orbital mechanicssatelliteorbital planegeocentric positionlow Earth orbitsunlightinclinedsun-synchronousorbital altitudeprimary bodyclockwiseEarth's shadoworbital periodterminatorequinoxecliptic true solar longituderight ascension of ascending nodeinclinationobliquity of the eclipticgeocentricSpace ShuttleInternational Space StationLaunch window