aleks_ader wrote:stevesingo wrote:Based on the following assumptions...
AFR-14.7:1
VE 120%
RPM 10500
I calculate 3.1Bar absolute.
Or from the following assumptions
Base N/A BMEP of 15Bar which delivers 264bhp from 1500cc at 10500rpm.
ICE output of 750bhp
I calculate 3.05Bar absolute. should read 2.84Bar
I belive they are at the top end of the required boos levels at 10500rpm. They may run leaner and therefore higher boost at lower engine speeds.
Sorry how do yo get in sencond iterration work? Compare N/A BMEP vs turbocharget sure cannot work together so easilly?
http://en.wikipedia.org/wiki/Mean_effective_pressure
According url data i get 223 kW for 17 bar for standard turbocharget engine under 10050 RPM with 1,5 litre capacity? I dont get the connection there, what i m missed? Where is the difference? Higher BMEP maybe?
There is a typo in my original post
Using this as a reference
http://www.profblairandassociates.com/p ... basics.pdf
Working in the "assumption" that the unboosted ICE would achieve a BMEP of 15Bar
15Bar, 1500cc and 10500rpm we get 197kW or 264bhp.
Blair states on P2 that for a FI ICE we multiply the BMEP by the boost ratio which is the same as dividing the target boosted bhp by the non boosted bhp- 750/264=2.84Bar.
So your 42BAR is correct as 15*2.84=42.6Bar.
Some thing I have been thinking of are...
If the MGU-H is applying a load to the turbine, this will increase backpressure and therefore likely to reduce cylinder filling and BMEP. There must be a fine line between producing electrical power from the MGU-H and choking the exhaust off where the power generation is costing more ICE output than MGU-K input generated by harvested MGU-H and feeding direct to MGU=K.
Not simple really.