Calculating turbine housing A/R ratios
Posted: Fri Jan 10, 2014 10:32 pm
Okay, my head is about to explode. I understand how to calculate a/r according to everything I can find online. you calculate the cross sectional area of a point in the volute and measure the radius from the center of that point to the center of the turbines outlet, and then divide a/r. BUT, when I use my numbers, my outcomes make no sense.
A/r = area/radius
To expand on that, it shouldn't matter where you take these measurements on the volute because as area decreases, so does radius.
But when you actually figure out your values, the area is so much larger than the radius that it simply doesn't come out as a decimal point. So wtf am I doing wrong. It seems simple enough but I know I must be missing something.
Ie. 1600mm2 / 80mm. Clearly not a decimal point such as .63 or .82
This is all stemming from my supposed .82a/r housing being physically smaller than my .63a/r (two different manufacturers). Now that SHOULD be okay according to the calculation, because if the volute area stayed the same but radius decreased, a/r should increase.
But the equation doesn't make any sense. Someone shed some light on this PLEASE.
.63 left, .82 right

A/r = area/radius
To expand on that, it shouldn't matter where you take these measurements on the volute because as area decreases, so does radius.
But when you actually figure out your values, the area is so much larger than the radius that it simply doesn't come out as a decimal point. So wtf am I doing wrong. It seems simple enough but I know I must be missing something.
Ie. 1600mm2 / 80mm. Clearly not a decimal point such as .63 or .82
This is all stemming from my supposed .82a/r housing being physically smaller than my .63a/r (two different manufacturers). Now that SHOULD be okay according to the calculation, because if the volute area stayed the same but radius decreased, a/r should increase.
But the equation doesn't make any sense. Someone shed some light on this PLEASE.
.63 left, .82 right
