Fastime331
Member
- Thread starter
- #1
This is an oversimplified question/answer theory but hear me out.
Right now with 850whp (14 psi boost) I can get full traction in 3rd gear 1.67:1 ratio (stock MT82).
With all variables like weight, road surface, etc. being the same, can you take 850 x 1.67 and get the number 1420 then apply 1420 as the traction baseline number (coefficient) and use that to estimate how much horsepower you can put down to the ground in the next higher gear???
Example, by dividing 1420 by 1.24 (4th gear ratio) Which equals 1145whp. capacity.
I'm putting a fully built and sleeved longblock in over the next two weeks and Tremec T56 Magnum to go with the Hellion TT kit then adding a Cortex boost controller.
Using that formula I get the following estimates:
1st gear 2.66 1420/2.66 = 533 hp
2nd gear 1.78 1420/1.78 = 797 hp
3rd gear 1.30 1420/1.30 = 1092 hp
4th gear 1.00 1420/1/00 = 1420 hp
5th/6th Not calculated
Thoughts?
Right now with 850whp (14 psi boost) I can get full traction in 3rd gear 1.67:1 ratio (stock MT82).
With all variables like weight, road surface, etc. being the same, can you take 850 x 1.67 and get the number 1420 then apply 1420 as the traction baseline number (coefficient) and use that to estimate how much horsepower you can put down to the ground in the next higher gear???
Example, by dividing 1420 by 1.24 (4th gear ratio) Which equals 1145whp. capacity.
I'm putting a fully built and sleeved longblock in over the next two weeks and Tremec T56 Magnum to go with the Hellion TT kit then adding a Cortex boost controller.
Using that formula I get the following estimates:
1st gear 2.66 1420/2.66 = 533 hp
2nd gear 1.78 1420/1.78 = 797 hp
3rd gear 1.30 1420/1.30 = 1092 hp
4th gear 1.00 1420/1/00 = 1420 hp
5th/6th Not calculated
Thoughts?
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