Titan2782
Automotive
- Sep 22, 2017
- 4
To prove a theory that the aftermarket intake systems being sold were too large for one of my cars, I used the following formula
D = SQRT((CUI x VE x RPM) / (V x 1130))
which I found in the book, "How to Tune and Modify Automotive Engine Management Systems" by Jeff Hartman.
The math as I plug in the numbers always shows that the optimal tube diameter is around 2.5" while all of the aftermarket systems are 3.5".
D = SQRT((230 x 0.85 x 6600) / (180 x 1130))
230cui (3.8L)
.85 Volumetric Efficiency (I used various VEs with little change on the result)
6600 is where peak power occurs on this engine
180 is the target ft/sec.
The problem is that on the dyno, the 3" was actually the best option by a lot out of 2.5", 2.75", 3" and 3.5" tubes tested, with the 2.75 almost the same as the 3.5 and the 2.5 just taking a big hit.
I reevaluated the math and was able to get 3" diameter as a result from the formula by changing 180 to 120. 180 used because in the text, Jeff states that you should always use 180. The problem is the text doesn't cover much more on the topic other than that.
My question is, How do you determine what the target ft/sec is? Or, is there a different formula that can be used?
D = SQRT((CUI x VE x RPM) / (V x 1130))
which I found in the book, "How to Tune and Modify Automotive Engine Management Systems" by Jeff Hartman.
The math as I plug in the numbers always shows that the optimal tube diameter is around 2.5" while all of the aftermarket systems are 3.5".
D = SQRT((230 x 0.85 x 6600) / (180 x 1130))
230cui (3.8L)
.85 Volumetric Efficiency (I used various VEs with little change on the result)
6600 is where peak power occurs on this engine
180 is the target ft/sec.
The problem is that on the dyno, the 3" was actually the best option by a lot out of 2.5", 2.75", 3" and 3.5" tubes tested, with the 2.75 almost the same as the 3.5 and the 2.5 just taking a big hit.
I reevaluated the math and was able to get 3" diameter as a result from the formula by changing 180 to 120. 180 used because in the text, Jeff states that you should always use 180. The problem is the text doesn't cover much more on the topic other than that.
My question is, How do you determine what the target ft/sec is? Or, is there a different formula that can be used?