Compression...relating to piston types - this is something I've never understood...so bear with me... If you have piston/head combination that produces, say 9:1 compression - and you swap the pistons
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08-10-2009, 09:23 PM | #1 (permalink) |
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Ok, another basic question (engine related)
Compression...relating to piston types - this is something I've never understood...so bear with me...
If you have piston/head combination that produces, say 9:1 compression - and you swap the pistons with some that claim 11:1 - all things being equal, shouldn't the compression really be the same? By that, I mean, if you calculate the volume of the cylinder + combustion chamber at BDC and TDC for the 9:1 compression pistons, and, calculate the cylinder + combustion chamber volume at BDC and TDC for the 11:1 pistons - the ratio should be the same... The only way I can figure on the compression ratio increasing is if you increase the stroke of the piston, so that it has a higher BDC volume compared to the TDC volume... Or am I missing something? Thanks... |
08-10-2009, 09:34 PM | #2 (permalink) |
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Piston shape is different......Taller actually which usually results in Valve pockets being machiined into the Piston tops for valve clearance whle the outside circumference or the center area is taller. They are generally shaped to come up into the combustion chamber therefore compressing the air more..
Last edited by Modshack; 08-10-2009 at 09:40 PM. |
08-11-2009, 08:44 AM | #3 (permalink) | |
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08-11-2009, 09:39 AM | #4 (permalink) | |
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Well, yeah. An engine is spec'd to it's original design size (3.7, 3.5 liters etc). If YOU change things than displacement will change (but only very slightly). |
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08-11-2009, 10:57 AM | #5 (permalink) |
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The higher compression piston lowers the volume of the combustion chamber.
It's a matter of taking the 0.616 liters (3.7/6)of air/fuel mixure you sucked in on the intake stroke and compressing it into a space that now has less volume. Compressing 0.616 liters into the volume of a golf ball will have higher pressure than compressing into into the volume of a baseball. Last edited by mcphelps; 08-11-2009 at 11:11 AM. |
07-11-2011, 06:53 PM | #6 (permalink) | |
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It's like saying that a piece of dynamite loosely packed versus tightly packed has a different stick size...
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07-11-2011, 07:37 PM | #7 (permalink) |
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Ahhh, I get it now. I was writing a post agreeing with kannibul when the answer dawned on me. See if this example helps (or tell me if I'm all screwed up).
Lets make a theoretical cylinder that has 0.6L capacity on its down stroke and 0.1L capacity on its up stroke. I'll call that a 6:1 ratio (I don't know if that is how they measure a real cylinder but it will work for this example). So when the cylinder travels down it sucks in 0.5L of air since 0.1L was already there at the top of the stroke. Now we change out the cylinder head with a taller cylinder and leave everything else the same. You now have 0.05L on the up stroke and 0.55L on the down stroke. This gives you a new compression ratio of 11:1. Your stroke is still the same. It sucks in 0.5L of air just like the original cylinder but it squeezes it into a smaller volume.
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07-12-2011, 05:56 PM | #8 (permalink) | |
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