question, why does more heat in CC make more power?
Originally posted by OldSStroker
You kids!
My undergrad started in '61.
You kids!
My undergrad started in '61.
Do you old farts hit the gas on the first yellow?
.
Originally posted by Injuneer
I've got you by 2 years..... ooooops, that was a contest I didn't really want to win.
I've got you by 2 years..... ooooops, that was a contest I didn't really want to win.
Back to the whole Boyles Law, Charles Law thing, heres's a break down for future reference.
If you only were to learn one equation dealing with temperature/pressure/volume I would reccomend the Ideal Gas Law, AKA, PV=nRT, because the gas laws mentioned and the combined gas law can be derived from it.
P=pressure in ATM
V= Volume
n= # of moles of gas
R= .0821 L ATM/K mole (gas constant)
T= Temperature in Kelvin
Boyle's law: P1/P2=V1/V2 or P1V1=P2V2 (constant temp)
This law basically states that the volume of a gas is inversely proportional to its pressure at constant temerature and amount of material. (Or in this case, material=combustion gasses)
Charle's Law: P1/P2=T1/T2 (constant volume)
"At constant pressure and amount of material the volume of a gas is directly proportional to the temperature."
This law is the best one to answer our question, why does more heat make more pressure, (power), because of the constant volume and amount of gas in the CC.
If you only were to learn one equation dealing with temperature/pressure/volume I would reccomend the Ideal Gas Law, AKA, PV=nRT, because the gas laws mentioned and the combined gas law can be derived from it.
P=pressure in ATM
V= Volume
n= # of moles of gas
R= .0821 L ATM/K mole (gas constant)
T= Temperature in Kelvin
Boyle's law: P1/P2=V1/V2 or P1V1=P2V2 (constant temp)
This law basically states that the volume of a gas is inversely proportional to its pressure at constant temerature and amount of material. (Or in this case, material=combustion gasses)
Charle's Law: P1/P2=T1/T2 (constant volume)
"At constant pressure and amount of material the volume of a gas is directly proportional to the temperature."
This law is the best one to answer our question, why does more heat make more pressure, (power), because of the constant volume and amount of gas in the CC.
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