4.8 vs 5.3 rods
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00pooterSS (04-15-2021)
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G Atsma (04-15-2021)
#4
4.8= 3.780 bore, 3.480 stroke crank, 6.275 rod and a 1.255 CH piston
5.3= 3.780 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
5.7= 3.898 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.0= 4.000 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.2= 4.065 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
7.0= 4.125 bore, 4.000 stroke crank, 6.067 rod and a 1.173 CH piston
All LS engines share a 9.240 deck height.
5.3= 3.780 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
5.7= 3.898 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.0= 4.000 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.2= 4.065 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
7.0= 4.125 bore, 4.000 stroke crank, 6.067 rod and a 1.173 CH piston
All LS engines share a 9.240 deck height.
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G Atsma (04-17-2021)
#6
4.8= 3.780 bore, 3.480 stroke crank, 6.275 rod and a 1.255 CH piston
5.3= 3.780 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
5.7= 3.898 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.0= 4.000 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.2= 4.065 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
7.0= 4.125 bore, 4.000 stroke crank, 6.067 rod and a 1.173 CH piston
All LS engines share a 9.240 deck height.
5.3= 3.780 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
5.7= 3.898 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.0= 4.000 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
6.2= 4.065 bore, 3.622 stroke crank, 6.098 rod and a 1.331 CH piston
7.0= 4.125 bore, 4.000 stroke crank, 6.067 rod and a 1.173 CH piston
All LS engines share a 9.240 deck height.
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dixiebandit69 (04-24-2021), G Atsma (04-17-2021)
#7
I don't claim to know all there is to know about LS engines but let me apply the math here to the stock 5.3 combination.
3.622 divided by 2=1.811
1.811+6.098=7.909
9.240-7.909=1.331
I could be wrong and a 1.255 CH piston was used which put it down in the hole about .076 below the deck. Doesn't make sense to me as your giving up compression so I'm calling
3.622 divided by 2=1.811
1.811+6.098=7.909
9.240-7.909=1.331
I could be wrong and a 1.255 CH piston was used which put it down in the hole about .076 below the deck. Doesn't make sense to me as your giving up compression so I'm calling
Last edited by 01CamaroSSTx; 04-18-2021 at 11:57 AM.
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#8
I don't claim to know all there is to know about LS engines but let me apply the math here to the stock 5.3 combination.
3.622 divided by 2=1.811
1.811+6.098=7.909
9.240-7.909=1.331
I could be wrong and a 1.255 CH piston was used which put it down in the hole about .076 below the deck. Doesn't make sense to me as your giving up compression so I'm calling
3.622 divided by 2=1.811
1.811+6.098=7.909
9.240-7.909=1.331
I could be wrong and a 1.255 CH piston was used which put it down in the hole about .076 below the deck. Doesn't make sense to me as your giving up compression so I'm calling
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00pooterSS (04-19-2021)
#10
#12
So as to avoid any more confusion, it should be mentioned that when you keep the piston compression height the same, the rods should be shorter when you increase the stroke in an engine. However, in reality, the rods are actually longer and the piston compression height is usually lowered when you go from a stock 3.622" stroke to a 4" stroke rotating assembly.
#13
Back in the day, when you stroked an engine you always went to a shorter rod so you could keep stock pistons.
The compression heights of 5.3 and 4.8 pistons are the same. That's why you can use 4.8 pistons to gain compression in a 5.3 because they are flat tops (4.8) vs dished (5.3).
The compression heights of 5.3 and 4.8 pistons are the same. That's why you can use 4.8 pistons to gain compression in a 5.3 because they are flat tops (4.8) vs dished (5.3).
#15
I know you can put 4.8 pistons in a 5.3 so they have to be the same compression height in order to do that. My error was thinking the 4.8 stroke was 3.480 throw crank which is not the case.
#17
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Ls7colorado (04-23-2021)
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G Atsma (04-24-2021)