While playing around with 14B turbos in non-standard exhaust housings on my car, I've been a little disappointed with the spoolup I've been experiencing. Now, I think some of my problem is due to a questionable turbo, but it got me thinking a little bit about turbo spool up.
Consider two turbos: the 14B and the Big 16G. Both are excellent matches for our engine. In the DSM world, the 14B is considered quick-spooling, while the 16G is a little "laggier". Aside from the obvious answer of "it's bigger!", why does the 16G take longer to spool up than the 14B?
Both turbos use the same exhaust wheel, so we can assume that's not the difference. To my knowledge, both turbos also use identical center assemblies and compressor housings. So it seems that the only difference between the two turbos is the compressor wheel, and the exhaust housing. (If I'm wrong on this assumption, please let me know!) The 14B uses a smaller 6cm exhaust housing while the 16G uses a larger 7cm housing. This certainly explains the spoolup difference, as exhaust housing has a big influence on spoolup.
But what if both turbos were in the same exhaust housing? At that point, the only difference between the 14B and the 16G would be the compressor wheel, and any difference in spool times would have to be attributed to the compressor.
Now, take a quick look at the compressor flow maps for these two compressor wheels (courtesy of Jeff Lucius):
http://www.stealth316.com/images/td05h-14b-jlspec.gif
http://www.stealth316.com/images/td05h-16glarge-jlspec.gif
Based on these maps, I threw together the following table of very rough estimates of how fast the compressor wheel needs to be spinning in order to put out various boost levels on our engine:
Boost level________14B speed________16G speed
=======================================
10 PSI ___________ ~110k __________ ~95k
15 PSI ___________ ~135k __________ ~110k
20 PSI ___________ ~150k __________ ~125k
25 PSI ___________ ~170k __________ ~135k
Note that in each case, the 14B has to spin significantly faster than the 16G in order to make the same boost level. If the 16G has to generally spin slower than the 14B to make comprable boost, shouldn't it spool up faster? Since we've already eliminated all variables other than the exhaust housing, here are the only two reasons I can come up with:
1) The 14B wheel is lighter, and thus requires less exhaust energy to speed up than the 16G wheel.
2) The 16G wheel has more aerodynamic resistance than the 14B (ie is a more aggressive air compressor), and thus requires more exhaust energy to speed up than the 14B.
Which of these two factors has the greater influence? Or, to put the question another way, how much of the exhaust energy harnessed by the turbine goes into moving the mass of the rotating parts (ie speeding up the wheels), and how much of the energy goes into compressing the air? If the bulk of the work is done to overcome the inertia of the wheel, then I would expect the 16G to spool faster than the the 14B in the same exhaust housing. If most of the energy goes into overcoming the aerodynamic drag of the compressor (ie compressing the air), then I could see how the 14B might be able to spool up faster.
I haven't had much luck finding info on this...any thoughts/insights would be appreciated...
- Brian
Consider two turbos: the 14B and the Big 16G. Both are excellent matches for our engine. In the DSM world, the 14B is considered quick-spooling, while the 16G is a little "laggier". Aside from the obvious answer of "it's bigger!", why does the 16G take longer to spool up than the 14B?
Both turbos use the same exhaust wheel, so we can assume that's not the difference. To my knowledge, both turbos also use identical center assemblies and compressor housings. So it seems that the only difference between the two turbos is the compressor wheel, and the exhaust housing. (If I'm wrong on this assumption, please let me know!) The 14B uses a smaller 6cm exhaust housing while the 16G uses a larger 7cm housing. This certainly explains the spoolup difference, as exhaust housing has a big influence on spoolup.
But what if both turbos were in the same exhaust housing? At that point, the only difference between the 14B and the 16G would be the compressor wheel, and any difference in spool times would have to be attributed to the compressor.
Now, take a quick look at the compressor flow maps for these two compressor wheels (courtesy of Jeff Lucius):
http://www.stealth316.com/images/td05h-14b-jlspec.gif
http://www.stealth316.com/images/td05h-16glarge-jlspec.gif
Based on these maps, I threw together the following table of very rough estimates of how fast the compressor wheel needs to be spinning in order to put out various boost levels on our engine:
Boost level________14B speed________16G speed
=======================================
10 PSI ___________ ~110k __________ ~95k
15 PSI ___________ ~135k __________ ~110k
20 PSI ___________ ~150k __________ ~125k
25 PSI ___________ ~170k __________ ~135k
Note that in each case, the 14B has to spin significantly faster than the 16G in order to make the same boost level. If the 16G has to generally spin slower than the 14B to make comprable boost, shouldn't it spool up faster? Since we've already eliminated all variables other than the exhaust housing, here are the only two reasons I can come up with:
1) The 14B wheel is lighter, and thus requires less exhaust energy to speed up than the 16G wheel.
2) The 16G wheel has more aerodynamic resistance than the 14B (ie is a more aggressive air compressor), and thus requires more exhaust energy to speed up than the 14B.
Which of these two factors has the greater influence? Or, to put the question another way, how much of the exhaust energy harnessed by the turbine goes into moving the mass of the rotating parts (ie speeding up the wheels), and how much of the energy goes into compressing the air? If the bulk of the work is done to overcome the inertia of the wheel, then I would expect the 16G to spool faster than the the 14B in the same exhaust housing. If most of the energy goes into overcoming the aerodynamic drag of the compressor (ie compressing the air), then I could see how the 14B might be able to spool up faster.
I haven't had much luck finding info on this...any thoughts/insights would be appreciated...
- Brian