Photons get murky. No mass but possessing momentum.
No
rest mass. Energy
is mass; Just not much of it. If:
E=mc
2
then:
m=E/c
2
The mass of an energetic object is the sum of its rest mass plus its energetic mass. For a photon, the first term is zero, but the second is not:
E = hf
Where h is Planck's Constant (6.62607015×10
-34Js) and f is the frequency in s
-1.
So the mass of a photon is:
m = hf/c
2
As h is very small, and c
2 is very large, m is minuscule, even for the most energetic of gamma rays. But minuscule > 0, even if it's close enough to zero for most mechanical purposes.
As photons move at c, and momentum is mass multiplied by velocity, the momentum of a photon is:
p = hf/c
(your link derives this same result via what to me seems an unnecessarily tortured method, whose only justification appears to be their dislike of considering energetic mass and rest mass as though they were both
mass, but as the SI unit for both is the kg, it is hard for me to understand that reluctance).
A spherical black-body at constant temperature radiates photons at a characteristic mean frequency in all directions, but as
@Bomb#20 points out, the photons from a rotating sphere are blue or red shifted by the rotation, depending on which side of the axis they are coming from. So the average momentum of the photons differs from one side to the other, causing a reduction in angular momentum.
It ain't much, but it ain't zero.