Originally posted by Smoothaccel:
I have heard that the car is slower with shorties after second. The ratio of third short gear is shorter than stock? Do you know why is this?
This is because the car will be faster with the shorter gearing
within the same gear, but not necessarily
at the same speed.
Look at the shift points (speeds in mph at redline, which is approximately the shift point for maximum acceleration):
Stock gears
1-2 45
2-3 81
3-4 114
4-5 144
Short gears
1-2 45
2-3 73
3-4 101
4-5 139
At speeds for which you accelerate in the same gear with either set of gears, you will be
a little bit faster with the short gears:
45-73 mph (gear ratio 1.952 vs 1.727)
81-101 mph (gear ratio 1.400 vs 1.230)
114-139 mph (gear ratio 1.033 vs 0.967)
(The higher the number for the gear ratio, the shorter the gearing and the faster the acceleration.)
At these speeds, the short gears are faster by 13 percent, 14 percent, and 7 percent.
At speeds for which you can stay in a lower gear with the stock gears than with the short gears, you will be faster - and
significantly faster (because the difference in ratios is greater) - with the stock gears:
73-81 mph (gear ratio 1.400 vs 1.727)
101-114 mph (gear ratio 1.033 vs 1.230)
139-144 mph (gear ratio 0.771 vs 0.967)
At these speeds, the stock gears are faster by 19 percent, 16 percent, and 20 percent.
That's why all of the advantage of the short gears is at lower speeds and gears. To see this, let's look at the acceleration numbers up to 70 mph, when both gearsets have used up most of second gear, and then from there to 150 mph, when both gearsets are in fifth gear:
0-70 mph
Stock: 6.59 seconds
Short: 6.27 seconds
70-150 mph
Stock: 31.19 seconds
Short: 34.79 seconds
As you can see, once you're above 70 mph, the stock gears are significantly faster. That's why the stock gears are likely to be faster on the racetrack, whereas the short gears are faster in the "stoplight grand prix" in the city.