WebCompression Calculator Simply fill in the form below to calculate your compression ratio The cc for the piston is entered as a positive number on a -cc Dish or Flat top piston and a negative number on a dome piston. This seems very confusing but it is because even though it is a -cc on the piston, those same cc's are gained in cylinder volume. WebThe truck 400 also used a truck-only piston that produced 8.4:1 compression ratio, and a slightly different camshaft with more lift at both intake and exhaust valves. In MY 1978, …
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WebMar 18, 2010 · I called this place and they have 400 pistons 9.5 compression for $25.00! Badger Pistons, LLC 7252 West 66th Street Bedford Park, Illinois 60638 Phone: (866) 534-7601 or (708) 924-9460 Fax: (866) 834-2332 or (708) 924-9461 Feb 24, 2010 #2 1985 Ford F-150 Country Boys Can Survive 7,816 307 Tooele, Utah For all 8? Or 25.00 each? Dan … WebDec 21, 2004 · If you are going to take the heads off, I would recommend a .030" cut off of them to boost your compression about one whole ratio. Being most of the 400's were in the neighbor hood of 8-8.4:1, it sure wont hurt you, and that wont pump it up to where you have to have the highest octane stuff out there either. chickens can\u0027t fly theme
How to Calculate Compression Ratio - MotorTrend
WebJul 20, 2005 · Moving to a 64cc head would put the compression ratio around 9.5:1 or slightly less, there are many factors as well as this is a ball park figure without exact measurements and a compression calculator. If you plan to change heads use the 64cc heads and make sure you have the steam holes drilled, otherwise it`ll run hot. WebThe 1970 engines had an advertised 11.0:1 compression ratio and were rated at 300 bhp (224 kW; 304 PS) at 5400 rpm. The 1971 version had a slightly lower advertised compression ratio of 10.7:1, and the power … WebApr 20, 2024 · Compression Ratio = (Swept Volume + Clearance Volume) / Clearance Volume Example Variables Cylinder Bore = 4.030-inch Cylinder Stroke = 3.000-inch Piston Dome (or Dish) = 7cc dome... chickens can\\u0027t see in the dark