But I do really enjoy trying to minimize deltaV in trajectories. So to whatever extent I can enjoy these challenges just by taking part in the figuring out trajectories, I will. However, if it is going to at all be associated with the actual posted challenge, I would need to know the deltaV limits. So it would be really cool if the challenge posted the limits. Or maybe those that are familiar with the rockets could let me know what the limit is.
In my reading I've found earth escape performance graphs for some launch vehicles. For example, on page 3 of
http://www.spacex.com/Falcon9DataSheet.pdf (7 Megabytes)
and on page 135 of
http://www.ulalaunch.com/docs/product_sheet/Atlas_Mission_Planner_14161.pdf (warning 33 Megabytes!)
There are graphs of C3 vs payload mass for the Falcon 9 and Atlas V 401, respectively. By eyeballing these graphs, for the 1340 kg mass of Chapman, the Falcon 9 should yield a C3 of about 17 km^2 / s^2, and the Atlas V 401 should yield a C3 of about 43 km^2 / s^2.
If I understand the math, that would be hyperbolic escape speed of 4.1 km/s for Falcon 9 and 6.6 km/s for Atlas V 401. (and 10 km/s for Delta 4 Heavy, and 9 km/s for Atlas V 551) Is that what we need for planning in TransX or IMFD?
