How do you size your fuel injector upgrades?
I thought that most people had abandoned the stupid Java BSFC based calculators, but lately (on here & other forums) I’ve seen alot of people referencing them.
To that end let me ask a couple of questions:
Is your FUEL INJECTOR affected by what oil you use?
Is your FUEL INJECTOR affected by what rotating assembly you run?
Is your FUEL INJECTOR affected by muffler or turbine choice?
Is your FUEL INJECTOR affected by cam choice?
In other words is your injector itself, and its operation / flow rate affected by the engine’s brake specific fuel consumption rate as measured on a dyno? No.
Furthermore, you should realize that BSFC varies from engine to engine? Even for “identical” (LS1 to LS1, D16 to D16, etc) engines … YOU don’t know YOUR engine’s BSFC unless you had it on an engine dyno. If you don’t know your BSFC, why are you GUESTIMATING it when choosing injectors? These calculators have been “proven” wrong 100s of times over. Engines running injectors deemed “too small to be anywhere near safe” provide the case study.
KISS. Stick with math, facts, and simplify this whole process to what the injector acutally needs to deal with.
The fuel injector provides one service: delivering fuel. You want it to deliver the appropriate amount of fuel that your tune requires at any given load point. So you choose the flow rate based on the max an injector has to provide. This calculation assumes sea level but I’m not going to get into the air mass density changes @ altitude, mainly because WNY is pretty steadily between 300 & 1000’ above sea level. If you really wanted / needed to figure it out, you could adjust the [air mass] required by your engine.
[Air mass] / [AFR] * [60 minutes] / [# of injectors] / [duty cycle]
So we need to know how much air the engine will swallow [Airmass], the richest desired air/fuel [AFR] you’ll run, how many injectors you’ll run, and the max duty cycle you’re willing to submit your injectors to.
NA engines are pretty simple, lets start there.
To get max air mass: (CID x RPM) / 3456 = CFM
Lets take a stock LS1. 346*6200/3456 = 620 CFM.
Convert it to lbs/min (CFM0.069), to work more easily. 6200.069 = 42.8#/min
This is the max that your engine will flow. Now - we can account for documented VE if you know it, but we’ll skip that for now. It would only lower the number anyhow.
Now we know that you’ll need to fuel 42.8#/min of air, you’ll do this with 8 injectors, and we’ll use the generally accepted max duty cycle of 80%. Lets assume that the richest that this NA car will run at any given point is 12.5:1 AFR.
42.8/12.5*60/8/.8 = 32.1 lb/hr of fuel, per injector. Maybe the Fbody clan can chime in with what power levels they move up to 32# injectors at - keeping in mind the rule of thumb that 1#/min air = ~10.7 flywheel horsepower (458 in this case).
Now if you used RC Eng’s calculator http://www.rceng.com/technical.aspx for the LS1 engine, making 458 BHP with a .475 (average what they recommend) BFSC - they’re going to sell you 35#/hr injector — ASSUMING that guessed your BFSC correctly.
Turbo engines are a bit more complex as you need to account for <b>Pressure Ratio </b>[(P1+P2)/P2], but the constants are the same. Lets use stock D16 (with a turbo setup obviously) with any turbo setup - remember PR is <i>absolute</i>.
(98 x 6500) / 3456 = 184 CFM
184 * 0.069 = 12.7 #/min
Again, we can account for VE if we have it, but even in boosted honda apps (with really efficient race worked 4v heads) the actual VE is rarely much above 100% - so I'll stick with 100% because I don't have the details for these engines.
Now, we're talking 12.7#/m <i>N/A</i>... but we need to add boost. Lets say we're running 15 psi.
(P1+P2)/P1 --or-- (14.7+15)/14.7 = 2.02 PR.
Our D16 will swallow 12.7#/m NA (which is 1.0 PR), so at 2.02PR we get: <b>12.7*2.02 = 25.7 #/min</b>.
Now we know that you'll need to fuel 25.7#/min of air, you'll do this with 4 injectors, and we'll use the generally accepted max duty cycle of 80%. Lets <i>assume</i> that the richest that this car will run at any given point is 11.0:1 AFR.
<b>25.7/11*60/4/.8 = 43.8 lb/hr of fuel, per injector</b>. Maybe the Honda clan can chime in with what power levels they move up to 44# injectors at - keeping in mind the rule of thumb that 1#/min air = ~10.7 flywheel horsepower (275 in this case).
Now if you used RC Eng's calculator http://www.rceng.com/technical.aspx for the Honda engine, making 275 BHP with a .625 (average what they recommend) BFSC - they're going to sell you 54#/hr injector --- ASSUMING that guessed your BFSC correctly.