Ok, here, I dug up this formula:
Indicated Horsepower = Indicated mean effective pressure * stroke * piston area * #of power strokes per revolution * #of cylinders
For units, if you use IMEP in psi, stroke in ft, area in in^2, and divide the right hand side of the equation by 33000, you get HP on the left.
IHP is the power made per revolution of the crank.IMEP is the pressure in the combustion chamber during combustion.A 4-cycle engine makes half as many power strokes as it has cylinders.
So....
Lets say your IMEP is 600psi:
2 scenarios:
(Scenario 1)You have two engines, both 6 cylinders. One has a piston diameter of 2", a stroke of 8". The other has a piston diameter of 8", stroke of 1/2". Their displacement is equal.
If you plug in the formula:
600psi * 2/3 ft * pi * 3 * 6 = 22608 (engine 1)
Divided by 33000, you get .69 HP.
or:
600psi * 1/24 ft * 16pi * 3 * 6 = 22608 (engine 2)
Divided by 33000, you get .69 HP.
Therfore 2 engines with the same displacement and same # of cylinders will always equal the same HP, regardless of stroke/bore. (Given everything else equal)
(Scenario 2)
You have 2 engines:
Engine1: 6 cylinder, 8" diameter pistons, 1/2" strokeEngine2: 12 cylinder, 5.66" diameter pistons, 1/2" stroke
The displacment is the same for both engines. The only difference is one has twice as many cylinders, but 1/2 the cylinder area.
Engine 1:600psi * 1/24 ft * 16pi * 3 * 6 = 22608
22608 / 33000 = .69 HP
Engine 2:600psi * 1/24 ft * 8pi * 6 * 12 = 45216
45216 / 33000 = 1.37 HP
Therefore, give everything equal but the # of cylinders (and bore, respecitvely), you make more power with more cylinders.
So yeah....if you followed all that, then good
