Math guru's step in please!!!!!!
So, does this mean that a 4.10 gear car will act exactly like a 3.90 if it is using a 5% larger circumference tire?

First of all why would a radius be better?
Secondly, why do you use the term "perceived". Is it because it will not affect the actual final ratio of the drive axle but will affect the final result at the pavement, which to me is all that counts.
Thanks, Randy
My stock rears are 275/40/18 at 83.76". 295/30/18's are 78.44".
This tire change should be close to the same as changing from a 3.90 to a 4.10 rear gear. Right?
The Best of Corvette for Corvette Enthusiasts
However, in practice they aren't the same thing. With the wheels, you will get a higher torque multiplication but you could also get a lower inertia tire which is easier to accelerate. With the gears, you will likely get higher torque multiplication and a slightly higher gear loss. Makes lighter and smaller wheels look like the better option.
Peter
However, in practice they aren't the same thing. With the wheels, you will get a higher torque multiplication but you could also get a lower inertia tire which is easier to accelerate. With the gears, you will likely get higher torque multiplication and a slightly higher gear loss. Makes lighter and smaller wheels look like the better option.
Peter

So I can put a bigger diameter 18/19 set of wheels with a 4.10 gear for the street. This, if sized correctly, would give me a 3.90 equivalent for the streetability and manners I'm looking for!!
I could still have my old 17/18 combo for the 1320 and times I want a little more punch :o.
I don't understand why this isn't more common

So I can put a bigger diameter 18/19 set of wheels with a 4.10 gear for the street. This, if sized correctly, would give me a 3.90 equivalent for the streetability and manners I'm looking for!!
I could still have my old 17/18 combo for the 1320 and times I want a little more punch :o.
I don't understand why this isn't more common

all you have to do is set up two different dummy scenarios to find the speed the car is travelling with the two different setups and the same input speed from the transmission:
SCENARIO 1 (3.9 gears):
given:
1000rpm input from trans
3.9 gear ratio
25in dia tire
final drive rpm = 1000/3.9 = 256.41 rpm
distance per tire rotation = 25in * pi = 78.54in/rotation
256.41rot/min * 78.54in/rot = 20138.4 in/min
(rotations cancel out leaving units for velocity in in/min)
velocity = 20138.4 in/min = 19.07 mph
SCENARIO 2 (4.1 gears and 5% larger tire):
given:
1000rpm input from trans
4.1 gear ratio
26.25in dia tire
final drive rpm = 1000/4.1 = 243.9 rpm
distance per tire rotation = 26.25in * pi = 82.47in/rotation
243.9rot/min * 82.47in/rot = 20114.4 in/min
(rotations cancel out leaving units for velocity in in/min)
velocity = 20114.4 in/min = 19.05 mph
RESULTS:
the resulting velocities are only slightly different because 3.9 to 4.1 isnt EXACTLY a 5% difference. You would be better off with the smaller tires and 3.9 gears though. The larger wheel/tire setup has more inertia and requires more power to get up to speed.
Last edited by SaberD; Dec 29, 2009 at 05:12 PM.
Understood, that's why I would use a smaller ( stock or smaller ) for the strip and larger diameter for the street because 80% of my driving is on the highway. Plus my 490rwhp has me kinda traction challenged with the current 3.90 on stock dia. wheels and tires.
















