What is the exact cylinder bore and/or exact displacement of Gen I SBCs?
#1
What is the exact cylinder bore and/or exact displacement of Gen I SBCs?
115/33 in. ? (5740.965029...cc)
Inconsistencies are printed everywhere.
I've seen:
Inconsistencies are printed everywhere.
I've seen:
- 3.48 5733cc
- 3.484 5740cc
- 5735cc (based on "350")
- etc.
#2
Re: What is the exact cylinder bore and/or exact displacement of Gen I SBCs?
I dont know about the 4 thousandths on the stroke in that one measurement, as far as I've always known the 350 is 4.00 inch bore 3.48 stroke.
#3
Re: What is the exact cylinder bore and/or exact displacement of Gen I SBCs?
Ditto ... I've only ever seen 3.48" for the stroke. If it's 3.484, they've been hiding that .004 for years!
SO, here's the math :
Pi x r^2 x stroke x # cylinders
(3.141592654) x 2"^2 x 3.48" x 8 = 349.8477579 cu. in.
Now let's convert to metric:
1" = 2.54 cm, but since we're "cubing" the inches, let's "cube" the centimeters (hence, we get "cc's")
2.54^3 = 16.387064 (<--conversion factor)
349.8477579 cu. in. x 16.387064 = 5732.977599 cc
So our 350 is in fact 5733 cc's (or "5.7 L" ) .
SO, here's the math :
Pi x r^2 x stroke x # cylinders
(3.141592654) x 2"^2 x 3.48" x 8 = 349.8477579 cu. in.
Now let's convert to metric:
1" = 2.54 cm, but since we're "cubing" the inches, let's "cube" the centimeters (hence, we get "cc's")
2.54^3 = 16.387064 (<--conversion factor)
349.8477579 cu. in. x 16.387064 = 5732.977599 cc
So our 350 is in fact 5733 cc's (or "5.7 L" ) .
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