I'm going to run a few quick back of the envelope calculations (that I've probably run a half dozen times) here for future reference. Unfortunately, manufacturers of larger electric motors are loathe to give up specific specs. Something about wanting to sell engineering solutions. I don't know.
Regardless, here's some of what I know:
Weight: 54 lbs
Operating voltage : 48 volts
6.1 HP continuous at 48 volts
30 HP peak voltage
125A, 2,295 RPM continuous
Some estimates I'll be using:
1.27 m^2 cross section (based on rough measurements of the largest part of the chassis.
Cd of .4 (After fairings and bodywork have been added. Daniel's estimate, not mine)
density of air (20 degrees c = 68 degrees f) = 1.2
The drag force formula is:
.5 * rho * v^2 * Cd * a
First we'll solve for max continuous speed (based on max horsepower). Work is found by multiplying by distance, work becomes energy by dividing by time. Distance over time is... speed. So the equation for work based on speed is:
.5 * rho * v^3 * Cd * a
Divided by 746 to convert from watts to hp, our equation is:
6.1 = (.5*rho*v^3*Cd*a)/746
6.1 = (.5*1.2*v^3*.4*1.27)/746
v = 24.6236 m/s = 55.08 mph.
So, no long road trips on the highway, but certainly serviceable.
Power usage for other speeds is:
31.3 m/s (70 mph) - 12.53 HP
29.01 m/s (65 MPH) - 9.98 HP
26.9 m/s (60 MPH) - 7.95 HP
Quickly factoring in a 75% efficiency estimate for the motor
55 mph - 8.13 HP - 6.06 KW
60 mph - 10.6 HP - 7.91 KW
65 mph - 13.3 HP - 9.93 KW
70 mph - 16.7 HP - 12.47 KW
Divide this by DC voltage (48) to get current
55 mph - 126.25 A
60 mph - 164.79 A
65 mph - 206.88 A
70 mph - 259.8 A
And dividing by MPH
55 mph - 2.295 ah/mi
60 mph - 2.747 ah/mi
65 mph - 3.183 ah/mi
70 mph - 3.711 ah/mi
long story short, velocity cubed is a bitch.