jfreemanak
New member
- Joined
- Sep 5, 2010
- Messages
- 14
I believe the answers I need will require me to call Whipple, but I thought I would put it out to the community knowledge and experience.
I am looking at using a Duramax in a Hot Rod, with a Whipple as the forced induction method. So, as an example, lets say I want to use the 3.3L Whipple. According to Whipple's website, the max continous RPM of the 3.3L is 18000. So, if I decide to have an RPM limit of the Duramax of 5000, then (18000/5000)=3.6 ratio (for every revolution of the crankshaft, the Whipple has 3.6 revolutions).
Let's assume ideal gas behavior. The crankshaft must turn 4 times for the 6.6L displacement of the engine. So, 3.6 x 4 x 3.3L = 47.52L of air is displaced by the whipple. Using Boyles law, P1V1=P2V2, (1 bar)x(47.52L)=(y bar)x(6.6L), solving for y gives 7.2bar, or 103.68psia. Is this even possible with the whipple?
The website states that the max psi is 30. Is it able to provide more pressure, with the loss of VE and AE? Or does it just leak by the rotors?
Turbo guru's out there, any experience to share? TURBOLVR? Thanks.
Jared
I am looking at using a Duramax in a Hot Rod, with a Whipple as the forced induction method. So, as an example, lets say I want to use the 3.3L Whipple. According to Whipple's website, the max continous RPM of the 3.3L is 18000. So, if I decide to have an RPM limit of the Duramax of 5000, then (18000/5000)=3.6 ratio (for every revolution of the crankshaft, the Whipple has 3.6 revolutions).
Let's assume ideal gas behavior. The crankshaft must turn 4 times for the 6.6L displacement of the engine. So, 3.6 x 4 x 3.3L = 47.52L of air is displaced by the whipple. Using Boyles law, P1V1=P2V2, (1 bar)x(47.52L)=(y bar)x(6.6L), solving for y gives 7.2bar, or 103.68psia. Is this even possible with the whipple?
The website states that the max psi is 30. Is it able to provide more pressure, with the loss of VE and AE? Or does it just leak by the rotors?
Turbo guru's out there, any experience to share? TURBOLVR? Thanks.
Jared