Ball size testing

Oh no. There's two of them. ;) C'mon people,splitting hairs like this accomplishes nothing.
An error is an error is an error no matter how you want to split the hairs.

Balls are made in millimeters and such…a gauge should be. 🤷🏻‍♂️
 
An error is an error is an error no matter how you want to split the hairs.

Balls are made in millimeters and such…a gauge should be. 🤷🏻‍♂️
No. It doesn’t matter what units the machine that made them is. It matters what the specification is from the people that set them. That is NOT the manufacturer.

Hell, most CNC machine tools today use metric ball screws to move each axis. Yet they can make an inch size screw, such as 5/16-14 used on our cues. You can bet the go no go gauge to measure that thread is in inches.
 
Sample set is in process, and scheduled to ship to me Jan 28.

1643222807723.png
 
An error is an error is an error no matter how you want to split the hairs.

Balls are made in millimeters and such…a gauge should be. 🤷🏻‍♂️

57.20mm is 2.25197 inches. So the difference between 57.20mm and 2.250 inches is around 2 thousandths of an inch, which is probably less than the manufacturing error on the laser or milling CNCs that would be used here. Meaning that cheap machines aren't going to be able to repeatedly cut (mill, bore) a hole that is 2.25297 inches in diameter. And I would bet Aramith's own equipment isn't capable of that precision to make the balls because it's not required by the WPA.

Edit:. I'm wrong here, looks like the laser vendor here can do .001 accuracy.
 
Last edited:
No. It doesn’t matter what units the machine that made them is. It matters what the specification is from the people that set them. ...
And some may be interested that the inch is legally defined in terms of millimeters. Specifically, the definition of an inch is 25.4 mm, exactly. Further, the WPA/BCA/entire world specs for pool balls are given in inches as 2 1/4 (plus minus a tolerance). 2.25 inches is exactly equivalent to 1143/20 mm which in decimals is 57.15 mm, exactly. 57.15mm is the companion WPA spec. 2.25 inches and 57.15 mm are exactly the same length/diameter.

If Aramith said 57.2, they may have just been rounding. You could ask them.

(And the meter, along with millimeters, is defined in terms of the speed of light in a vacuum. A meter is the distance that light travels in 1/299,792,458 seconds, exactly. And the second is defined as the time that cesium atoms take to make 9,192,631,770 cycles of a certain mode of oscillation, exactly. I know this stuff partly because I used to work on equipment that was over a billion times more precise than those numbers. Yes, that's a lot of zeroes.)
 
Guys, if someone says 57.2mm on a marketing website, that does not mean the engineers, machinists, quality control people, etc, are working to that number. Its just a marketing number. The way pool balls are made are the same as steel ball bearings. The tolerances are super tight. The machines that make these would have knobs and readouts that go to .0001" increment, or .002mm increment (and even smaller increments! These are the largest those increments would be for grinding machines). Those are the "standard" increments for grinding machines, if it has inch screws or mm screws. That's how they will dial in their grinding machines. Now, there will be some variation of what gets spit out of those machines, of course. What they do next is sort the balls. Hell, maybe they even have gauges like the ones in this thread to do that sorting quickly. The best sets will get the balls closest to the nominal size (2.2500"), and the nominal weight. The balls with the wider tolerances will go in the lesser sets. And the ones really bad will go inside the magnetic cueballs.

Metal ball bearings go through this same sorting process. The ones that came off the machine closest to the nominal size will make it to the highest grade ball bearings. Etc.
 
... Metal ball bearings go through this same sorting process. The ones that came off the machine closest to the nominal size will make it to the highest grade ball bearings. Etc.
Resistors used in electrical circuits used to have a similar sorting process. To get 1%-accurate resistors, the manufacturer would do the best they could and then select the ones that were within 1% and sell the others as 5%. This meant that usually a 5% resistor would never be within 1%. It was guaranteed to be at least 1% off.
 
I have been following this thread and got amused when we started converting from the english to metric system.

I am surprised that nobody has considered the thermal expansion and contraction of the billiard balls and the gauge with temperature fluctuations. As the temperature rises, the billiard ball will expand while the hole in the gauge will probably contract, even if the gauge was manufactured from the same material as the billiard ball.

Since you guys are splitting hairs with such precision, you gotta factor in thermal expansion!

Grab the Popcorn Guys! :)
 
I have been following this thread and got amused when we started converting from the english to metric system.

I am surprised that nobody has considered the thermal expansion and contraction of the billiard balls and the gauge with temperature fluctuations. As the temperature rises, the billiard ball will expand while the hole in the gauge will probably contract, even if the gauge was manufactured from the same material as the billiard ball.

Since you guys are splitting hairs with such precision, you gotta factor in thermal expansion!

Grab the Popcorn Guys! :)
The hole will expand in the gauge when the temperature increases.

For cold balls shrinking, see this thread I did a while back:
 
The hole will expand in the gauge when the temperature increases.

For cold balls shrinking, see this thread I did a while back:
shrinkage
 
An error is an error is an error no matter how you want to split the hairs.

Balls are made in millimeters and such…a gauge should be. 🤷🏻‍♂️
A dimension unit is irrelevant to the dimension, it's just a way to measure and record the dimension. You just to understand precision and error. BTW I figure my Centennial balls are close to 3.08585e-5 nautical miles in diameter.

Dave <-- has many rules and vernier calipers that have both mm and inch scales ... and is now wondering which one of those is wrong/not-to-be-used
 
Back
Top