Quote:
Originally Posted by TeeSter
If you are coasting downhill... yes.... but if you have to lug that weight back up the other side of the hill and push it on level ground I'm guessing the lighter car will always come out better in the long run....
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Yes, lighter is
always better. Obviously kinetic energy is linearly proportional to mass, while coasting distance is more or less proportional to the
square-root of mass. An Insight won't coast for as long or as far from a given speed as an FEH, but it will convert relatively
more of its kinetic energy into distance. Hills are even worse than flat roads because the potential wants to convert to kinetic by increasing speed which increases the aerodynamic drag. Not to mention pesky things like speed limits...
For those more technically inclined, for a vehicle with mass m, aerodynamic drag coefficient of k (.5*rho*Cd*Af) and rolling resistance r, the equation for speed as a function of time when coasting down on a flat road from an initial velocity v0 is given by:
v(t)=sqrt(mrg/k)tan(sqrt(krg/m)(c-t))
where c is the time to coast to a stop, given by:
c=sqrt(m/rkg)arctan(v0*sqrt(k/rmg))