I've been attempting to calculate my dynamic compression ratio and am having some trouble. I don't know if the trouble is in the accuracy of my numbers, how I'm using the numbers, or the formulas I'm using. Possibly someone will see this and be able to help. Here are all the numbers. Most of them I found online on various websites so once again, accuracy may be off.
This for a 2000 2V 5.4 with PI heads and non-Pi pistons. I'll begin with calculating static compression ratio:
Assumed:
Stroke: 4.165 in.
Bore: 3.552 in.
Connecting Rod: 6.658 in.
Deck Height: 10.079 in.
Chamber Volume: 42 cc
Gasket Thickness (Compressed): 0.036 in.
Piston Dish: 11 cc (18 cc for PI pistons)
Compression Height: 1.22 in.
Calculated:
Assembled Deck Height: 0.1185 in.
= Deck Height - [(Stroke/2) + Connecting Rod + Compression Height]
Cylinder Volume (CV): 41.27155399 ci
= 0.7853982*Bore^2*Stroke
Deck Clearance Volume (DCV): 1.174232688 ci
= 0.7853982*Assembled Deck Height*Bore^2
Head Gasket Volume (HGV): 0.356728918 ci
= 0.7853982*0.036*3.552^2
Piston Dish Volume (PDV): 0.6712607 ci
= 11*0.0610237
Cylinder Head Chamber Volume (CHCV): 2.5629954 ci
= 42*0.0610237
Compression Ratio: 9.661:1
= (CV + DCV + HGV + PDV + CHCV)/(DCV + HGV + PDV + CHCV)
I know this isn't the most accurate but it seems to be where I need it to be. If you replace the 11 cc non-Pi pistons with the stock 18 cc PI pistons you get 8.94:1 which is close to the advertised 9:1.
Now to dynamic compression ratio:
Assumed:
Advertised Duration:
- Intake: 233
- Exhaust: 239
Duration @ 0.050:
- Intake: 184
- Exhaust: 191
Intake Open: -18
Intake Close: 22
Exhaust Open: 33.5
Exhaust Closes: -22.5
Lobe Separation Angle: 114
Numbers for the camshaft obtained from the following websites:
- http://www.crower.com/media/pdf/2008b/67-97.pdf
- https://www.crower.com/valve-timing-chart/#114
I honestly could not find formulas to calculate dynamic compression ratio. I used a few online calculators which gave me numbers between 9.4:1 to 10:1 which seems extremely high. Now I did raise my compression ratio but even doing the same calculations with the stock compression I saw 9:1 which is still very high from what I've seen.
I'm not sure where to go at this point so I'm hoping someone will see this and be able to steer me in the correct direction. If anything, this will maybe help someone out whose trying to do the same.
This for a 2000 2V 5.4 with PI heads and non-Pi pistons. I'll begin with calculating static compression ratio:
Assumed:
Stroke: 4.165 in.
Bore: 3.552 in.
Connecting Rod: 6.658 in.
Deck Height: 10.079 in.
Chamber Volume: 42 cc
Gasket Thickness (Compressed): 0.036 in.
Piston Dish: 11 cc (18 cc for PI pistons)
Compression Height: 1.22 in.
Calculated:
Assembled Deck Height: 0.1185 in.
= Deck Height - [(Stroke/2) + Connecting Rod + Compression Height]
Cylinder Volume (CV): 41.27155399 ci
= 0.7853982*Bore^2*Stroke
Deck Clearance Volume (DCV): 1.174232688 ci
= 0.7853982*Assembled Deck Height*Bore^2
Head Gasket Volume (HGV): 0.356728918 ci
= 0.7853982*0.036*3.552^2
Piston Dish Volume (PDV): 0.6712607 ci
= 11*0.0610237
Cylinder Head Chamber Volume (CHCV): 2.5629954 ci
= 42*0.0610237
Compression Ratio: 9.661:1
= (CV + DCV + HGV + PDV + CHCV)/(DCV + HGV + PDV + CHCV)
I know this isn't the most accurate but it seems to be where I need it to be. If you replace the 11 cc non-Pi pistons with the stock 18 cc PI pistons you get 8.94:1 which is close to the advertised 9:1.
Now to dynamic compression ratio:
Assumed:
Advertised Duration:
- Intake: 233
- Exhaust: 239
Duration @ 0.050:
- Intake: 184
- Exhaust: 191
Intake Open: -18
Intake Close: 22
Exhaust Open: 33.5
Exhaust Closes: -22.5
Lobe Separation Angle: 114
Numbers for the camshaft obtained from the following websites:
- http://www.crower.com/media/pdf/2008b/67-97.pdf
- https://www.crower.com/valve-timing-chart/#114
I honestly could not find formulas to calculate dynamic compression ratio. I used a few online calculators which gave me numbers between 9.4:1 to 10:1 which seems extremely high. Now I did raise my compression ratio but even doing the same calculations with the stock compression I saw 9:1 which is still very high from what I've seen.
I'm not sure where to go at this point so I'm hoping someone will see this and be able to steer me in the correct direction. If anything, this will maybe help someone out whose trying to do the same.