Square degree explained
Square degree |
Quantity: | Solid angle |
Symbol: | deg2 |
Units1: | SI units |
Inunits1: | ≈ |
A square degree (deg2) is a non-SI unit measure of solid angle. Other denotations include sq. deg. and (°)2. Just as degrees are used to measure parts of a circle, square degrees are used to measure parts of a sphere. Analogous to one degree being equal to radians, a square degree is equal to 2 steradians (sr), or about sr or about .
The whole sphere has a solid angle of which is approximately :
4\pi\left(
\right)2{\deg}2=
{\deg}2=
{\deg}2 ≈ 41252.96{\deg}2
Examples
- The full moon covers only about of the sky when viewed from the surface of the Earth. The Moon is only a half degree across (i.e. a circular diameter of roughly), so the moon's disk covers a circular area of: 2, or 0.2 square degrees. The moon varies from 0.188 to depending on its distance from the Earth.
- Viewed from Earth, the Sun is roughly half a degree across (the same as the full moon) and covers only as well.
- It would take times the full moon (or the Sun) to cover the entire celestial sphere.
- Conversely, an average full moon (or the Sun) covers a 2 / fraction, or less than 1/1000 of a percent of the celestial hemisphere, or above-the-horizon sky.
- Assuming the Earth to be a sphere with a surface area of 510 million km2, the area of Northern Ireland represents a solid angle of, Connecticut represents a solid angle of, Equatorial Guinea represents a solid angle of .
- The largest constellation, Hydra, covers a solid angle of, whereas the smallest, Crux, covers only .[1]
See also
External links
Notes and References
- Web site: RASC Calgary Centre - The Constellations. 2022-02-16. calgary.rasc.ca.