As Mike Page and Colin Colenso pointed out in the draw shot physics thread, there are some cases where spin-to-speed ratio is more important than spin. I decided to take a closer look at this and share the results. All of the detailed analysis, graphs, and conclusions can be found here:
With a straight draw shot (with no cut angle), the amount of draw is determined solely by the amount of CB spin at contact with the OB. This is the topic of TP B.8. In TP B.9, I look at both spin and the spin-to-speed ratio. Examples where spin-to-speed ratio is more important than spin are when ...
I don't think there are any huge surprises here, but hopefully some people while find the results interesting or useful.
Regards,
Dave
With a straight draw shot (with no cut angle), the amount of draw is determined solely by the amount of CB spin at contact with the OB. This is the topic of TP B.8. In TP B.9, I look at both spin and the spin-to-speed ratio. Examples where spin-to-speed ratio is more important than spin are when ...
- ... you don't want to hit the OB too hard (e.g., to leave the OB by a pocket if you can't or don't want to pocket it, or to increase the effective size of the pocket), while still maximizing draw (e.g., to achieve position for the next shot or to play a safety).
- ... you want to keep the draw angle as narrow as possible when there is a cut angle (e.g., to avoid a ball or a pocket, or to get straight up or down the table better).
- Generally, to get more spin at contact with the OB, you must hit the CB harder and lower. However, as you approach the miscue limit, you get a smaller gain in spin. And for longer drag distance shots, the amount of spin actually decreases as you approach the miscue limit (see Graphs A and I). See TP B.8 for more info and results.
- More tip offset results in a greater spin-to-speed ratio at OB contact (except for long drag shots, especially if conditions are "sticky" (see Graphs B and J). So to get a better spin-to-speed ratio, hit as low as you can on the CB without being at too high a risk of miscuing.
I don't think there are any huge surprises here, but hopefully some people while find the results interesting or useful.
Regards,
Dave