Well, you know all the number, heck there's even a hp/tq per rpm chart
(see attached) for that motor with a similar -albeit more powerfull- controller
slightly crap because of hp values
(but if they used valid scientific numbers a horse power is 735 W)
All you need now is "real scientific values" (aka metric conversion)
and then...
do the math yourself
scroll to the end of post #2
to find this:
Pm = m * g * Cr * v + 0.5 * Da * Cw * A * v³
heck if we stick with 0.7 windresistance coefficient and a wind facing area of 0.9m²
as in the example
you only need to change the weight to 181.5 kg
and you can stick with it
you can calculate backwards from power by slightly shifting the terms
(but be aware you will need to take power @ the needed rpm.. hence I did it this way around

)
and such you can get a very close approximation of your top speed.
181.5 kg * 9.81 m/s² * 0.02 * [X] m/s + 0.5 * 1.2 kg/m³ * 0.7 * 0.9 m² * ([X] m/s)³
= [Y] Watts of power
put in [X] values (in m/s) scale up and down step by step and see if you hit the motor limit at it's matching rpm
Oh right you likely don't know the conversions for wheel rpm to motor rpm
one turn of your wheel is 95.756 cm ( 0.95756 m) [assuming it's indeed 12" in diameter]
one wheelturn is 4 motor turns (that's easy right...) soo 1 rpm in the motor equals 0.239389 meters on the road
and 1 m/s of speed need 250.6377 rpms of the motor
so with 6500 rpms your [nothing else taken into account] value is 25.934 m/s as top speed
(93.4 km/h or 58 mph)
is it (doubt it) 7000 rpms on the motor it'll be 27.929 m/s (100.55 km/h or 62.5 mph)
So no need to punch in X values above 28
just for the fun of it:
181.5 kg * 9.81 m/s² * 0.02 * 26 m/s + 0.5 * 1.2 kg/m³ * 0.7 * 0.9 m² * (26 m/s)³
= 7569.596 Watts of power
26m/s need 6516.6 motor rpm (not in the torque diagram but we can safely assume it's less than at 6500)
and since it's 10.3 horses needed of max 8 available.. that is a sincere "NOPE!!"
going down a few m/s..
181.5 kg * 9.81 m/s² * 0.02 * 23 m/s + 0.5 * 1.2 kg/m³ * 0.7 * 0.9 m² * (23 m/s)³
= 5418.163 Watts of power
23 m/s means 5764.7 motor rpms and according to the chart the motor has more than 5500 watts at 5800 rpms.. so we're golden
Now, all you need to do now yourself is narrow down between 23 and 26 m/s of speed
concatenated math terms for easier calculator punching:
35.6103 [X] + 0.378 [X]³ = [Y]
'sid