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A **solid angle** (or **angular area**) is a size measurement for
a region of possible directions from a point,
which is equivalent to regions on the surface of a sphere.
For example, a solid angle quantifies the size of
a region of the celestial sphere.
A unit of a solid angle is the **steradian** (for **square radian**,
which is adopted as a SI unit): the area on the surface of a
sphere of its radius squared. 4π (roughly 12.6)
steradians cover a whole sphere.
Another unit, the **square degree** (**deg²**) is similarly defined
for a degree: a degree has a length along a circle of
π/180 radii and a square degree is that value squared.
A square-like shape on the surface of a sphere,
where each edge is a degree in length following a great circle,
is actually slightly more than a
*square degree* in size because of the curvature of the
surface. (780/π)², roughly 41253 square degrees
cover a whole sphere and (180/π)², roughly 13283
square degrees cover a *steradian*.

Solid angles are used in the definition of some electromagnetic radiation measurements, and equations modeling spherical objects such as stars. They are also cited to describe the apparent size of astronomical objects (galaxies or nebulae), fields of view, and the areas covered by surveys. Square degrees are often used for the latter, but steradians are as well.

https://en.wikipedia.org/wiki/Solid_angle

https://en.wikipedia.org/wiki/Steradian

https://en.wikipedia.org/wiki/Square_degree

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