Can you tell me if there is any difference between these 2 units?
$\log(\mathrm{quanta/cm^2/s})$ vs $\log(\mathrm{photons/cm^2/s})$.
Can you tell me if there is any difference between these 2 units?
$\log(\mathrm{quanta/cm^2/s})$ vs $\log(\mathrm{photons/cm^2/s})$.
"Number of photons" and "Number of quanta" are both dimensionless so
"quanta" cm$^{-2}$ s$^{-1}$ has the same units as "photons" cm$^{-2}$ s$^{-1}$.
But strictly, both expressions are wrong since:
$\log{x}= (x-1) - (1/2)(x-1)^2 + (1/3)(x-1)^3 - (1/4)(x-1)^4 + ...$
So the argument inside the logarithm should be unit-less.