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Just though I'd put this up. I was trying to figure my effective gear ratio after changing tires. Did some stumbling around and found a formula for it. I know it was driving me nuts figuring it out, so here it is for anybody else trying to figure it ou.
(Original Tire Dia / New Tire Dia) x Current Gear Ratio = Effective Gear Ratio
Just change the gear ratio number to figure out what gears you need to install to get the effective ratio you want.
BFR,
If that equation is accurate, your information should be posted in the first thread in this forum ("New Users... Read this First"...) along with all the other info on tire sizes with different lifts, etc..
Thanks for the info, it should be helpful to MANY who visit this forum...
If they want to move it over there, feel free. I was just trying to put a semi-useful tool for guys trying to figure out their stuff. I drove me insane trying to get it.
For most guys, we are wanting to keep the same relative ratio after a tire change so the computer will still drive the transmission the same as before, keeping the truck's operating RPM's in the right spots. If you change the formula up as shown below, it will give you the new ratio needed without all the data interpretation and inputs as origionally posted:
(New Tire Dia/ Original Tire Dia) x Current Gear Ratio = New Comparitive Gear Ratio
I see there are two different formulas here. And they both seem very simple. Let me try each formula and see what I get. Btw, I'm guessing that the original tires are about 32".
You guys are confusing the heck out of me. What I want to know is when I put a minor 4" lift with 35's onto my truck, what gearing should I go with to keep the ratio the same as with stock tires and 3.73's? I think the second one is what I'm looking for, but not sure. I'm sure you guys know what you're talking about, but how about an example so that those of us without the high IQs can figure it out.
Now, to figure out where you want to be just change the gear ratio number (in this case 4.56) to what you are thinking about putting in. The following example will be with 4.88 gears.
32 / 37 = .865
.865 x 4.88 = 4.22 effective gear ratio
The only thing that is variable is the gear ratio you have or want. Simply change that number to see what gears you need to install to get the effect you want. This EFFECT is relative to your original setup with original tires. So if your truck had 4.10 gears and stock tires and you want to maintain your original power, or have more, you change the gear number to see this effective gear ratio.
Orignal tires on a SD are approx 31.5". You want 35's and have 3.73 gears. Sooo.
31.5 / 35 = .9
.9 x 3.73 = 3.36 effective ratio (currently)
Here's some changes to the setup. We keep the same .9 throughout, we're just changing gear ratios
.9 x 4.10 = 3.69 ratio
.9 x 4.30 = 3.87 ratio
.9 x 4.56 = 4.10 ratio
.9 x 4.88 = 4.39 ratio
You get the point. To keep your truck closest to the original level of performance with 35" tires, you would go with 4.10 gears. This would put you at an effective gear ratio of 3.69
For most guys, we are wanting to keep the same relative ratio after a tire change so the computer will still drive the transmission the same as before, keeping the truck's operating RPM's in the right spots. If you change the formula up as shown below, it will give you the new ratio needed without all the data interpretation and inputs as origionally posted:
(New Tire Dia/ Original Tire Dia) x Current Gear Ratio = New Comparitive Gear Ratio
This doesnt make any sense. We cant just dance around and change formulas thinking that nothing bad will happen.
Let me see if I can relate this to beer, that will clear things up a little. Hang on, I'm a little rusty at Drunkanese.
Old beers - 12 oz
New beer - 16 oz
Beer ball - Holds 3.73 OLD beers
(Old Beer / New Beer) x Beer ball = Number of NEW Beers in Beer Ball
(12 / 16) x 3.73 = 2.79 NEW Beers compared to 3.73 OLD Beers
Soooooo, In order to make my beer ball hold 3.73 NEW beers i have to i hold how many old beers?
(12 / 16) x 4.10 = 3.075 NEW beers (still not good enough)
(12 / 16) x 4.30 = 3.225 NEW Beers (still not happy with that)
(12 / 16) x 4.56 = 3.42 NEW Beers (gettin a little happier with my beer ball)
(12 / 16) x 4.88 = 3.66 NEW Beers (this is more to my liking)
(12 / 16) x 5.13 = 3.84 NEW Beers (Oooops, overfilled the beer ball)
So, in order to hold the same number of NEW beers I have to make my beer ball hold 4.88 OLD beers.