Me:
The farther apart your bridge and your shaft's pivot length are, the greater the error in squirt compensation if you pivot at the bridge.
Masayoshi:
...in my experience, ld shafts cover up stroke errors much more than regular shafts do. Also, I would point out that your claim only holds true if you are basing your bridge on the bhe pivot length, which many people are obviously not
Actually, the opposite is true: my "claim" is a simple geometric principle that shows the effect of a
difference between your bridge and your shaft's pivot length.
I'm not able to post a diagram right now, so I'll have to try to explain this with words:
Let's say your bridge length is 8 inches and you unintentionally hit the CB 1/4 inch offcenter. Geometrically, this means that your stick is aimed 1/4 inch offline for every 8 inches of cue ball travel. What happens with shafts having different pivot lengths?
If pivot length = 8 inches:
- CB squirts offline 1/4 inch per 8 inches of travel
- cue angle (1/4 inch per 8 inches of travel in the opposite direction) exactly compensates for squirt
If pivot length = 12 inches:
- CB squirts offline 1/4 inch per 12 inches of travel
- cue angle (1/4 inch per 8 inches of travel in the opposite direction = 3/8 inch per 12 inches of travel) overcompensates for squirt by an extra 1/8 inch per 12 inches of CB travel
If pivot length = 16 inches:
- CB squirts offline 1/4 inch per 16 inches of travel
- cue angle (1/4 inch per 8 inches of travel in the opposite direction = 1/2 inch per 12 inches of travel) overcompensates for squirt by an extra 1/4 inch per 12 inches of CB travel
The simple geometry of this shows clearly that a greater difference between bridge length and pivot length = a greater error in CB direction for unintended sidespin/squirt. Low-deflection pivot lengths are longer than typical bridge lengths, and the lower the deflection the longer the pivot length (and therefore the greater the difference between the two).
pj
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