Jason Shaw is good at long shots.
Which ones?
Light grip pressure. As light as you can stand.What do you suggest?
This is the double-edged sword of practicing straight-in shots specifically (and I believe Dr. Dave's website even touches on it). Once you start practicing them, it's hard to not think of them as "special" shots. Especially if you chose to practice them because you struggle with them. Knowing you've spent time practicing them can increase the pressure you put on yourself to make them.How about: Shoot it just like every other shot. As soon as you start thinking "special", your brain gets in the way of your body.
Actually the opposite: greater cut angle = less throw.Max SIT goes up the greater the cut angle
Here's where maximum throw occurs:I wonder: will a small amount of sidespin cause more throw on a straight in shot or a 1/2 ball hit (30 degrees)?
Isn't this a good idea for nearly all shots?Follow through.
Don't hit it harder than you need to.
Actually the opposite: greater cut angle = less throw.
Here's where maximum throw occurs:
- straight (full) shot: 1/2 maximum sidespin = maximum throw
Maximum SIT for a 1/2 ball hit is higher than for a straight in shot, AND it requires more than 50% of maximum sidespin to achieve--it actually requires over 80% of maximum sidespin.- half ball (30°) cut: no sidespin = maximum throw
For cuts thinner than half ball, you need to add some outside spin to maximize throw - this illustrates that greater cut angle = less throw.
pj
chgo
I'm familiar with Dr. Dave's info on SIT - in fact, I'm a contributor to his "resource page" on it (link below). My understanding is that maximum SIT is achieved with a straight-on stun shot (with half maximum sidespin) and it gets less as the cut angle gets greater. Dave taught me that (and lots of other things), so I'm pretty sure he agrees.According to Dr. Dave's paper on SIT, the greater the cut angle, the greater the maximum SIT you can achieve.
I'm familiar with Dr. Dave's info on SIT - in fact, I'm a contributor to his "resource page" on it (link below).
My understanding is that maximum SIT is achieved with a straight-on stun shot (with half maximum sidespin) and it gets less as the cut gets thinner.
I'm pretty sure Dave agrees.
See the parenthetical phrase at the end that qualifies the whole statement before it? The following sentence has the same meaning:Maximum spin-induced throw (SIT) occurs with slow speed, stun, and about 50% sidespin (for a straight shot).
For a straight shot, maximum SIT occurs with slow speed stun, and about 50% sidespin.
At slow speed, with a straight shot only about 50% of maximum sidespin is required to get maximum throw. For large cut angles, almost 100% of maximum sidespin is required for maximum throw, and more throw is possible.
- half ball (30°) cut: no sidespin = maximum throw
None of you seem to be addressing what I think may be the largest factors in SIT, how clean the balls are and humidity.Yet, you seem incapable of reading a simple graph that belies what you say.
According to Dr. Dave's article on SIT, your understanding is wrong.
Do you still want to claim that Dr. Dave believes maximum SIT occurs with a straight shot because you contributed to the SIT resource page?
Somehow you can get Spin Induced Throw with no sidespin on the cue ball? Neat trick. Do you think that Dr. Dave agrees with you that maximum SIT for a half ball hit occurs with no sidespin on the cue ball?
None of you seem to be addressing what I think may be the largest factors in SIT, how clean the balls are and humidity.
We don't seem to be making progress convincing each other. Maybe Dr. Dave will weigh in.Yet, you seem incapable of reading a simple graph that belies what you say.
According to Dr. Dave's article on SIT, your understanding is wrong.
You would be surprised: Dr. Dave asked me where on his site it said that maximum SIT occurred with a straight shot, so that he could change that. I replied that his website doesn't quite say that--but it implies that--and other websites actually do say that, because, like you, they misinterpreted what Dr. Dave's site says, so there's this fallacy floating around out there that maximum SIT occurs with a straight shot. Here's what Dr. Dave says at your link:
See the parenthetical phrase at the end that qualifies the whole statement before it? The following sentence has the same meaning:
That does not mean that for a straight shot you can achieve more SIT than with other cut angles, rather it gives you instructions on how to get maximum SIT with a straight shot. Yes, it's poorly written, and when I first read that passage, it raised questions in my mind: "How much SIT can you achieve with other cut angles?" Then I finally stumbled on Dr. Dave's article on SIT that contained the graphs that show how SIT varies with cut angle, and the nagging questions I had about SIT were all answered. Look at the SIT graph: it's pretty clear that all cut angles up to 80 degrees have higher maximum SIT than a straight shot. I'm not sure why you are having such a problem comprehending the graph. This is what it says under the graph:
Do you still want to claim that Dr. Dave believes maximum SIT occurs with a straight shot because you contributed to the SIT resource page?
Somehow you can get Spin Induced Throw with no sidespin on the cue ball? Neat trick. Do you think that Dr. Dave agrees with you that maximum SIT for a half ball hit occurs with no sidespin on the cue ball?
What is the best advice you have ever received with regards to straight-in shots? Like the ones in this picture. For all three types of shots - follow, stop, and draw.
r/DCP
We don't seem to be making progress convincing each other. Maybe Dr. Dave will weigh in.
pj
chgo
7stud said:
Periodically, when reading the stuff on SIT, I've wondered how the amount of SIT varies with cut angle--but I could not find that information anywhere, until today. I read in one place that maximum possible SIT occurs with straight in shots.
dr_dave said:
Where did you see that? If it is on my site, I would like to correct it.
We don't seem to be making progress convincing each other. Maybe Dr. Dave will weigh in.