devindra said:Patrick can you eplain the effective pivot point and how I can determine it.
Devindra,devindra said:Patrick can you eplain the effective pivot point and how I can determine it.
Yes, but learning approximately where the cue's "single" pivot point is located is good enough for most shots. I'm speaking of the cue's intrinsic pivot point here, not the swerve compensated one Patrick (great graphics!) and Colin are talking about. The fact that in theory it (the intrinsic PP) moves a little with different tip offsets shouldn't really come into play unless extreme accuracy is required. Don't sweat being a centimeter or two off. If extreme accuracy is required, it probably isn't a good idea to use english anyway. Sometimes you have to accept poor position to make the shot at hand.devindra said:I determined it using Dr Dave's method. So you saying that based on experience I will learn where to place my bridge for different shots.
Colin Colenso said:Devindra,
If you want a really rough guide to working out your effective pivot point try this little formula.
It's something I developed myself.jondrums said:where did this formula come from Colin? I'm really curious, it sounds like something Kohler would come up with, but I'm pretty sure its not in any book I have.
devindra said:Colin: I am doing this for a 3/4 ball hit, Inside English,medium speed, 1 feet between OB and CB.
BRKNRUN: Yes that is what I mean, but sometimes I might be a couple centimetres off would that affect the shot?
Jal said:How did you determine your cue's pivot point? I ask because there have been widely varying pivot lengths reported for the same type of shaft, eg, Predators.
In Ron Shepard's treatment of the physics of squirt (deflection), there really is no single pivot point; its location varies a little with tip offset. The amount that it varies can be an inch or so, depending on its "average" position. His theory is based on a fixed amount of endmass, a more or less necessary simplification which avoids some very difficult complications, but which may not be exactly true. Nevertheless, according to this, it's unlikely that you're going to be pivoting at the true pivot point for most shots anyway. You could try to determine the range of pivot positions, but it may not be worth the trouble - it seems that it's hard enough to get the nominal location to high accuracy.
Jim
Patrick,Patrick Johnson said:This plus the adjustment always needed for swerve makes the Backhand English method another "approximation" aiming system - you use the system to get pretty close to the actual aim and then use your experience to "feel" the small adjustment necessary to make the shot. All aiming, with or without a system (and with our without sidespin), is like this.
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Colin:
I don't think BHE, if it is applied systematically, should be considered a feel system.
What do you mean by 'feely' Patrick?Patrick Johnson said:That's a pretty big "if". IF somebody is willing to go to the effort of applying your formula for swerve adjustment and IF the estimates built into the formula ("cloth friction factor" & velocity) turn out to be accurate for the shot and IF leaving cue elevation out of the calculation turns out to be OK, and IF all of this is accurately calculated by the shooter while at the table...
Sounds pretty "feely" to me.
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That depends on what type of shot you are talking about and how you measured the pivot point.devindra said:I just found out the pivot point for my cue.
...
If I were to place my bridge hand a couple centimeters off would I miss?[
Even with center-ball hits, bridging at the natural (or effective) pivot point of the cue can be beneficial. A good example is the break shot (see Diagram 4 and the related discussion in my November '07 article.Colin Colenso said:If you're not using BHE (Aim & Pivot) then why are you concerned about your cue's pivot point?
Patrick Johnson said:FROM THE A/V DEPARTMENT: SOME BASICS ABOUT THE PIVOT POINT.
MEASURING PIVOT LENGTH:
A shaft's pivot length is the distance the CB travels to be offline exactly the amount of sideways tip offset. It's different for different shafts, but for each shaft there's one pivot length for all tip offsets. The example in the picture assumes a pivot length of 1 diamond (12.5 inches) for illustration purposes.
View attachment 79051
ADJUSTING FOR SQUIRT:
Pivoting your shaft at it's pivot length (pivot point) to apply sidespin makes the shaft duplicate the CB squirt angle in the opposite direction, adjusting for squirt to send the CB along the original shot line.
View attachment 79052
Find your cue's pivot point, pivot there, make shots/get shape. Simple, right? Well, except for swerve, which changes the "effective pivot point" for every shot. But that's another chapter.
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He's probably referring to the procedure described and illustrated in my November '07 article. With a short and fast shot, with the contact lubricated (with Silicone spray or spit), the procedure provides a fairly accurate measure of the "natural pivot length" of the cue. I did some independent squirt and "natural pivot length" measurements, and the results agreed fairly well (see page 3 of TP B.1).Jal said:I'm not sure to which of Dr. Dave's methods you're referring
Colin Colenso said:What do you mean by 'feely' Patrick?
With most shots where one might consider using english in normal play, I reckon the calculations I make, although imperfect are within the margins of error. I simply trust them and pivot and cue through the ball.
I don't deny there is some feel and inaccuracies involved in estimating speeds, but they can be performed relatively consistantly with a bit of practice and on most occassions, being an entire unit of speed out doesn't create enough of a change to take accuracy outside of the margin of error.Patrick Johnson said:One example: your calculation of swerve includes an estimate of shot speed with values ranging from 1 to 5. The shooter must first estimate which of the five speed ranges applies for the shot (a "feel" estimate) and then execute the shot with that speed (a "feel" execution). So this "systematic" adjustment relies on non-systematic estimate and execution.
pj
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