5 | | which has the rather strange units of computational number density times computational length. We can not just assume that the resultant product will have units of 1/computational length cubed. Thus, we can not simply multiply our projected quantity by lscale. |
| 5 | which has the rather strange units of computational number density times computational length. We can not just assume that the resultant product will have units of 1/computational length squared. Thus, we can not simply multiply our projected quantity by lscale^-2^ to get units of cm^-2^. |
| 6 | |
| 7 | Instead, we should multiply it by lscale*nscale. This will give us the correct units for column density, when lscale and nscale are in cgs. |
| 8 | |
| 9 | For my specific data, my lscale is 1 pc, and my nscale is 1 (which just means it is in cgs by default). So the quantity the code gives for 'projected column density in computational units', can be thought of as being in pc/cm^3^. To convert this to 1/cm^2^, multiply by the conversion factor 1pc = 3.08567758 × 10^18^ cm. |