Brian Manzella
Administrator
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" The reference coordinate system,
established when the subject addresses the ball,
places the X-axis (alpha) perpendicular to the club
shaft and aligned with the bottom edge of the club
face as viewed down the club shaft, the Z-axis
(gamma) pointing down the club shaft, and the Y-
axis (beta) completing a right-handed coordinate
system.
The alpha component coincides with the
swing angular motion, the beta component is a
measure of the pitch motion of the club relative to
the swing, and the gamma component is the roll
angular motion about the long axis of the shaft."
After watching the longer video and this it is starting to make a lot more sense. The most interesting part is how early those torques are happening.
After watching the longer video and this it is starting to make a lot more sense. The most interesting part is how early those torques are happening.
John,
No beta torque...no hit ball.
Thanks for the response Kevin, it is much appreciated. To rephrase the question, If a golfer has an acceptabe path already, what is the advantage of adding beta torque?
thanks again John
Here is two GOLD NUGGETs from Dr. Kwon at the WGSC:
1. The only "plane" that matters is the sweetspot plane from 9 to 3.
2. The shoulders turn 10° FLATTER than the "eventual sweetspot plane" (my term) and the hands move 10° STEEPER.
To be honest my spatial sense is not satisfied with the total picture. .... The alpha and gamma are explained to my satisfaction, it's the beta that mystifies me. I do understand the tumble and laying off part of beta, it's near impact that I question.
Here's my list of questions.
1. Please identify how the body applies the beta torque as the club approaches impact?
2. I do not understand why a beta torque is necessary to hit the ball? Isn't it possible to the deliver the ball to low point on plane with parametric acceleration with alpha only?
3. The particular part of the video that puzzles me is in the beta explanation where you talk about " the ramp up, the ramp in, the ramp down"? Perhaps the coordinate system needs to be identified (the up, in, and down are if reference to what? The ground, the plane, or low point, or body)?
Excerpt:
"The reference coordinate system,
established when the subject addresses the ball,
places the X-axis (alpha) perpendicular to the club
shaft and aligned with the bottom edge of the club
face as viewed down the club shaft, the Z-axis
(gamma) pointing down the club shaft, and the Y-
axis (beta) completing a right-handed coordinate
system.
The alpha component coincides with the
swing angular motion, the beta component is a
measure of the pitch motion of the club relative to
the swing, and the gamma component is the roll
angular motion about the long axis of the shaft."
Figures 7, 8, and 9 illustrate the alpha component of
the angular velocity, angular acceleration, and
torque applied to the grip respectively for the four
subjects. The alpha components indicate the
swinging action of the club and are the most
significant angular motions. ........ The alpha angular
velocity of the club reflects the summation of the
rotation of the upper body with the motion of the
wrists.
The figure clearly shows that the inner hub has
a constantly changing radius which is necessary for
Figure 3 illustrates each swing from a side
view showing the paths of the grip point and club
head mass center. The figure clearly shows that the
swing does not take place in a fixed plane and that
there is significant pitch (beta) motion of the club
during the swing. There appears to be two planes;
one traced out by the club head, and the other by the
path of the hands. The angle between these planes
ranges from 9 to 12 degrees.
Figures 13, 14, and 15 illustrate the gamma
component of the angular velocity, angular
acceleration, and torque respectively for the four
subjects. The gamma angular components indicate
the rolling motion about the long axis of the club
shaft and are important in squaring up the club face
for impact. Figures 13 and 14 reveal that the gamma
motion is significant yielding angular velocity
values that are approximately half of that for the
alpha component, plus the largest angular
acceleration component. While the most important
function of the gamma motion is to square up the
club face for impact, it does contribute to the overall
club head velocity.