kitabel
Automotive
- Dec 14, 2005
- 20
I'm trying to get a better understanding of how an L6 crankshaft is balanced (not what it does).
Searches turn up nothing useful, including such gems as "in-line engines do not have balance weights" (what's that big thing opposite the pin?), and that L6 engines do not require balance factor compensation for reciprocating weight.
Obviously, the counterweights:
1. oppose the mass of rotating components (crankpin, rod big end)
2. position this opposing mass as closely as practical to the actual crank throws
Assuming that all component weights are matched between all cylinders (pistons, rods end-for-end and total, etc.), what determines the counterweight mass? 100% of the eccentric rotating mass + ???
Engine is the older Gen-2 Chevy "stovebolt" 235/261, 4 mains, 3.9375" stroke, 6.8125" rods.
Searches turn up nothing useful, including such gems as "in-line engines do not have balance weights" (what's that big thing opposite the pin?), and that L6 engines do not require balance factor compensation for reciprocating weight.
Obviously, the counterweights:
1. oppose the mass of rotating components (crankpin, rod big end)
2. position this opposing mass as closely as practical to the actual crank throws
Assuming that all component weights are matched between all cylinders (pistons, rods end-for-end and total, etc.), what determines the counterweight mass? 100% of the eccentric rotating mass + ???
Engine is the older Gen-2 Chevy "stovebolt" 235/261, 4 mains, 3.9375" stroke, 6.8125" rods.