So why are our pistons OUT of the hole?
Why aren't our block zero decked? Is it simply because our aluminum blocks expand twice as fast (~2.4/1) as the rest of the rotating assembly after startup? This explains why piston slap goes away after the engine warms up.
It just seems strange that SBCs and LT1 motors had the pistons way in the hole, and now Gen III motors have the pistons sticking up in the air.
I think to calculate this, it would include the critical dimesions of the total deck height of the block and the length of the piston/rod/crank journal from the center line all multiplied by their respective coefficients, correct?
Ben T.
It just seems strange that SBCs and LT1 motors had the pistons way in the hole, and now Gen III motors have the pistons sticking up in the air.
I think to calculate this, it would include the critical dimesions of the total deck height of the block and the length of the piston/rod/crank journal from the center line all multiplied by their respective coefficients, correct?
Ben T.
Joined: Apr 2006
Posts: 3,861
Likes: 1,120
From: Grand Rapids, Michigan
They did it for better quench because A: better quench means less sensitivity to detonation and B: it promotes a cleaner, more thorough burn which reduces emissions.
Originally Posted by Studytime
Why aren't our block zero decked? Is it simply because our aluminum blocks expand twice as fast (~2.4/1) as the rest of the rotating assembly after startup? This explains why piston slap goes away after the engine warms up.
It just seems strange that SBCs and LT1 motors had the pistons way in the hole, and now Gen III motors have the pistons sticking up in the air.
I think to calculate this, it would include the critical dimesions of the total deck height of the block and the length of the piston/rod/crank journal from the center line all multiplied by their respective coefficients, correct?
Ben T.
It just seems strange that SBCs and LT1 motors had the pistons way in the hole, and now Gen III motors have the pistons sticking up in the air.
I think to calculate this, it would include the critical dimesions of the total deck height of the block and the length of the piston/rod/crank journal from the center line all multiplied by their respective coefficients, correct?
Ben T.






