a better explanation than i can give
everything you've said is technically correct. unfortunately it doesn't prove your point. it's basically the same thing i've said...torque is what is measured, and then used as a variable to compute HP...
HP = (Torque * RPM)/5252
the reason the VW is not quick is BECAUSE its rev range is so limited. revs factor into the HP equation. if the VW was able to maintian that torque production into higher revs, then the power level would rise, since
torque = force * distance = work
and
power = work/time = force*(distance/time) = work*speed
so (ignoring gearing), the MSP's 160 ft-lbs is already factored into its 170HP rating, just as the RSX-S's 141 ft-lbs is factored into its 200HP rating. short and dirty, the MSP redlines at 6500(?), the RSX-S at 7900. so even though the torque of the motor is less, the motor can do more work more quickly than the MSP motor.
(NOW...granted, low-end wheel torque DOES increase the around-town driveability of a car, and will often make the car FEEL faster at the track and around town, but butts are notoriously poor accelerometers.)
the POWER is what moves the car.
lb
m=pound(mass)
lb
f= pound(force)
ft=distance (feet)
s=time (seconds)
units of mass = lb
m
units of force = lb
f
units of acceleration = ft/(s^2)
Force = mass * acceleration
F=ma
a=(F/m)
(ft/s^2) = (lb
f)/lb
m <---- lb
f = lb
m-ft/(s^2)
= [(lb
m-ft)/s^2]/lb
m = ft/(s^2) = acceleration
SO, the power at the wheels = the force propelling the car. try it w/ torque as force, and you get ft. no time component.