There has to be a formula for this somewhere...we know that compressing air makes heat, but how much heat per bar or xyz of psi increase? Also, pressurizing the fuel creates heat too, right? Now how much does the IAT temps change from the compression stroke? If we say the ECT is a constant at 200, then isn't is safe to say that the lowest temp that could possibly be read on the cylinder and head walls is 200°F ??? So technically that tiny quench area that's cooling the quench area to 200° has the ability to cool the entirety of the compressed air/fuel ratio hundreds of degrees °F in the short amount of time that the piston travels into its quench point?
I simply find it amazing and fascinating that the air charge can be cooled so drastically and so quickly in such an environment...
I'm trying to dig into this a little further on my own and hit a huge wall of ignorance...physics...
From what Ive quickly gathered, in Thermodynamics there are different fundamental THERMODYNAMIC PROCESSES namely Isobaric, Isthermal, Isentropic, and Polytropic and Isochoirc processes. Yet the diesel engine represents an adiabatic relationship/process... And every thermal dynamic process seems to have different variables and constants and formulas, all of which far exceed my comprehension.
I just want to try to wrap my head around this
Can anyone simplify these perameters into a basic equation?
Ie...using the IAT as a constant 120°F, a compression ratio of 17.1, find the final temperature gain of the volume of compressed air, and then figure out the cm3 of the exposed cylinder wall and head, and using a constant temp of 200°FF for that surface areas temp, and figure out the potential of the thermal exchange?
Thanks to anyone that wants to TRY to make sense of that :rofl:
:hug: