There is a simple answer to that, if you have choked flow the velocity (in Imperial Units) is:
v=(k*g*R(gas)*T)^0.5
Convert that to a volume flow rate, or a mass flow rate using the usual equations. You have choked flow (which is the maximum flow rate of a compressible fluid) whenever the downstream pressure is less than:
P(max choked) = P(upstream)*(2/(k+1))^(k/(k-1))
In both equations "k" is the ratio of specific heats and all pressures and temperatures must be in absolute terms.
If you are looking for a "maximum commercial" flow rate, then you'll have to restate your question. That value is very dependent upon maximum allowable velocity which is a function of pressure and temperature.