rgambord wrote:<snip>
Here's the final design. The geometry of the roof is limited in that it must be 4' high at the rear, and less than 80" at its maximum. The front bulge can be varied, but I found this current shape to be pretty aerodynamic.
Sadly, this gets a drag force of 0.317 vs 0.175 for the car without a trailer, so it looks like it's going to need 80% more fuel... However, my car model is actually an impreza which I just resized and raised off the ground a bit, so maybe that throws the calculations off. I hope.
EDIT: I realised the crosstrek was slightly off-center in the last analysis. I re-centered it and ran again, and drag dropped to 0.25 vs 0.175 for the car alone. This is in line with my calculations, using estimated frontal areas from the model. I don't know why flow analysis scales my models down to ~ 0.005 m = 6 ft, but whatever.
Rgambord,
something still seems fishy-fishy. If I am correct, you are using a 1/10 scale model, with a full-scale 62mph wind? I cannot cite offhand how scale effect works, but a 1 meter long combo rig traveling at 62mph changes the Reynolds number significantly from the real world of a 32 feet long rig traveling at 62mph? I have not looked at scaling in quite some time, but I'm pretty sure that your rig is not traveling at a reasonable speed? Research "scale effect in aerodynamic modeling"?
Believe it or not, model airplane builders as a community have some awesome knowledge and abilities and published works in modelling aerodynamics! Kind of obvious if you think about it...they might need to make a model replica plane fly maybe at R=8000, where the real plane might fly at R=200,000! Sum doe's folks gots sum big brains!
The best solution is for you to FULL scale model the critter! You can DO it!
