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    • Here are some more footage from Tuesday: 1) 5W tee shot, hole 4, 180 yard par 3...   See the club head tracing a steep path on the backswing:   And at A5, look how far "out" my hands are, and how steep the club is. Now at A6 - clearly the club is massively over the top of the hands plane:   This picture shows me at the top of the backswing - the blue circles mark the club path on the downswing: Here are some more examples: and and and and  
    • I think that the push back on this comes from people that wanna have their cake and eat it too, in a way. They are really enjoying all of the extra stuff we've been hearing without crowds, except the curse words that come with it. I have no problem with it at all though. I'd rather hear the players than the commentators.
    • You are absolutely correct on your first point. the wrist and elbow will bend, so the path of the swing is not an exact circle it is a combination of the circumferences of three circles whose centres are the wrist, elbow and sternum respectively. The example i gave above above is simplified but is close enough to make no difference.  The speed difference that Mike Malaska shows above is directly related to the length of the path of the tip of the speed stick. It says nothing about how that speed is generated. In your second point, Acceleration is not relevant. Acceleration is  a function of speed, not the other way around. Acceleration is defined as the rate of change of speed between two points It is a calculated result of speed, which is itself a calculated result of two measured variables: distance and time. The speed is clearly not constant through the swing as it goes from 0 to impact speed. Acceleration may or may not be constant throughout the path, The speed at impact is the speed at impact and it is completely independent of the acceleration profile between top of the backswing and impact I am going to go back to the simplified driver example. Yes I know its not exactly a golf swing but it is close enough to explain the point. For a circle with a 67" radius (22" arms and 45" clublength) the circumferance is 2*pi*r in this case its 421". if we take the swing from top of back swing to impact, that is half the circumference which is 210.5". If the swing takes 0.25 seconds to complete from the top, then it takes 0.125 to go from top to impact. (Again this may vary slightly based on tempo, but I think its a reasonable approximation for the purpose of this example.) So the two measured variables are distance: 210" and time 0.125 seconds and we make the reasonable assumption that the club is not moving at the top of the backswing: (initial speed =0). Speed = initial speed + distance /time. The speed of the clubhead at impact is 0 + 210.5"/0.125 seconds = 0.003322083 miles / 0.000034722 hours = 95.7 mph. From these values we can also calculate the average acceleration of the club from top to impact. it is 95-0 miles per hour. divided by 0.125 seconds or 0.000034722 hours. That give a pretty impressive 2755468.8mp(h)^2  If you wanted to look at acceleration between smaller distances along the path, you would have to measure the distances & measure the time between them. you can then calculate the speed and acceleration at various points along the swing. This as you know can be and is done using high speed cameras.
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