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They manipulate the weight distribution inside the ball so that its MOI increases: That would be a lighter core and more weight towards the surface. For a given spin rate this will give the ball more spin energy when it lands on the green. So that it can handle more turf friction before it stops spinning. With this increased spin endurance in place the ball doesn't need to land as steep as before to have drop and stop performance on the green. And when the ball needs less of a spin towards the sky - drop dead air flight they can reduce the air drag when the ball is in the air. And when they reduce the air drag the ball goes straighter and it doesn't spin towards heaven when you play into the wind. But I'm only guessing here. |
Bernt, that's really interesting.
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Cool! :) ICT |
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This was my experience as well. As a constant double checker, I came hear to find out if what I learned and was teaching was incorrect. From what I have learned here, I'm not convinced that this information about the D Plane has been trumped by the geometry of the circle but I am open minded. As with all things, use what works and don't use what doesn't work. |
D Plane Versus "Circle Geometry" and Hinge Action
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In the precision Sketch 2-C-1 #3 (2-N-0 / Geometry of the Circle with Separation deliberately assumed at Low Point), the Swing Path (Arc of Approach), the Clubface and the Line of Compression each face directly down the Plane Line (in this case, also the Target Line). TGM contends that this configuration will produce maximum compression (no "glancing force") and a dead straight shot. Under these exact conditions, does the D-Plane concept predict another result? If so, what? If not, then in this specific instance, how does D Plane theory "trump" Geometry of the Circle / Hinge Action theory? Or vice versa? In a non-adversarial world, could they be equally predictive? :salut: |
As D-plane is described, ball would go to the right. Straight right, no slice.
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Assuming "sweet spot" contact, and The Flat Left Wrist, or its equivalent, both camps would predict a straight, on-target shot with maximum compression.
But Yoda, since you've "arrived", would angled hinging allow the original contact points between ball and clubface to remain intact throughout the arc of the impact interval? |
The D Plane assumes that the Ball Rolls on the Clubface. Impact and separation points are always different and D Plane never assumes Max Compression.
All Hinges produce a sustained line of compression, so all hinges give maximum compression. The Angled Hinge tilts the Line of Compression. |
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The book clearly identifies only Horizontal Hinge Action as the ideal application of linear force, producing perfect vector alignments. And for the record, an arched left wrist, or its equivalent, would produce more compression than The Flat Left Wrist, or its equivalent. This would, of course, "hood" the clubface, which the book suggests to avoid. Although, virtually all great ball-strikers do it. |
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Furthermore, you don't have a grasp of your own beliefs. Have you read page 80 of your Bible: "The Physics of Golf"? it says: Quote:
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Secondly, "The Physics of Golf" is not my "bible". Nice little book, but it doesn't really reveal anything new about the impact collision that wasn't shown in 68's "Search For the Perfect Swing". Jorgensen did coin the term "D Plane", however. Big deal. |
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