It is a 10 by design.
IMO, BirdieBall's run a lot faster than indicated, one of the many reasons I didn't care for their mat.
Ahhh, thanks, Jman! That may explain why my miss is usually a little short...
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It is a 10 by design.
IMO, BirdieBall's run a lot faster than indicated, one of the many reasons I didn't care for their mat.
Ahhh, thanks, Jman! That may explain why my miss is usually a little short...
It is a 10 by design.
IMO, BirdieBall's run a lot faster than indicated, one of the many reasons I didn't care for their mat.
Weird hijack here but if the miss is long do you think that a BB would help?
He's asking if his miss is normally long, would a BB (BirdieBall) be better since it runs faster. Thus getting him accustomed to the quicker mat and making his long miss better.BB?...
JB rocking the mad science I like it!!
I’m still a big fan of this gadget, even if it’s not super exact with the return distance, it’s still a dang good gauge of how hard you hit your putt.
I got into an "argument" with an OEM this week about this training aid. I reiterated the info in the great review by @Jman about how far the ball is returned is how far the ball would have gone passed the hole and they swore they have measured it out to say its false. So I am confused, because I enjoy the gadget as much as anybody.
Im going to rig a mechanical putting arm to test it out when I get a chance.
It's high school physics. The motion energy that the ball has is what gets the ball up on the device. Same amount of energy (minus small amount of friction) is then transformed back to motion energy when ball starts to fall due to gravity. Terminology might be little off as English is not my native language. Anyhow, coming down the ramp the ball has same mass and speed I.e same amount of energy as it had entering the ramp. Ergo it will travel the same distance as it would go past the hole.
There is always loss of course. And I think that there is a limit to this theory in practice. If you hit too hard, the ball starts to bounce on the curvature which adds friction compared to pure rolling. Anyhow, I'm also eager to see the results. All hypothesis should be tested in practice. Even if I do believe in science and theories, I am also quite pragmatic. Paradox, ehh?That is what I assumed. Yet certain testing showed otherwise and they were pretty adamant, so I think some further testing is in order.
There is always loss of course. And I think that there is a limit to this theory in practice. If you hit too hard, the ball starts to bounce on the curvature which adds friction compared to pure rolling. Anyhow, I'm also eager to see the results. All hypothesis should be tested in practice. Even if I do believe in science and theories, I am also quite pragmatic. Paradox, ehh?
There is always loss of course. And I think that there is a limit to this theory in practice. If you hit too hard, the ball starts to bounce on the curvature which adds friction compared to pure rolling. Anyhow, I'm also eager to see the results. All hypothesis should be tested in practice. Even if I do believe in science and theories, I am also quite pragmatic. Paradox, ehh?
Im going to rig a mechanical putting arm to test it out when I get a chance.
It's high school physics. The motion energy that the ball has is what gets the ball up on the device. Same amount of energy (minus small amount of friction) is then transformed back to motion energy when ball starts to fall due to gravity. Terminology might be little off as English is not my native language. Anyhow, coming down the ramp the ball has same mass and speed I.e same amount of energy as it had entering the ramp. Ergo it will travel the same distance as it would go past the hole.
I'd think the energy that is sending the ball back out of the ramp would be more comparative to the distance that it was sent in from, as opposed to the distance it would have gone past the hole.....
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Nope. Its a standard conservation of energy problem in physics. The speed that the ball has when it enters the ramp will be the speed it has when it comes back down to the same level (minus a tiny amount of energy lost due to friction).
So, if the friction force is the same in both directions between the ball and the putting mat, the ball will slow down to a stop the same way, and the distance it travels before it stops would also be the same in either direction.
Thanks for the recent discussion. It's given me a new problem for my AP Physics students to solve - and maybe a lab to test this idea!
Nope. Its a standard conservation of energy problem in physics. The speed that the ball has when it enters the ramp will be the speed it has when it comes back down to the same level (minus a tiny amount of energy lost due to friction).
So, if the friction force is the same in both directions between the ball and the putting mat, the ball will slow down to a stop the same way, and the distance it travels before it stops would also be the same in either direction.
Thanks for the recent discussion. It's given me a new problem for my AP Physics students to solve - and maybe a lab to test this idea!
There is always loss of course. And I think that there is a limit to this theory in practice. If you hit too hard, the ball starts to bounce on the curvature which adds friction compared to pure rolling. Anyhow, I'm also eager to see the results. All hypothesis should be tested in practice. Even if I do believe in science and theories, I am also quite pragmatic. Paradox, ehh?
I'd think the energy that is sending the ball back out of the ramp would be more comparative to the distance that it was sent in from, as opposed to the distance it would have gone past the hole.....
Sent from my SM-N950U using Tapatalk
Nope. Its a standard conservation of energy problem in physics. The speed that the ball has when it enters the ramp will be the speed it has when it comes back down to the same level (minus a tiny amount of energy lost due to friction).
So, if the friction force is the same in both directions between the ball and the putting mat, the ball will slow down to a stop the same way, and the distance it travels before it stops would also be the same in either direction.
Thanks for the recent discussion. It's given me a new problem for my AP Physics students to solve - and maybe a lab to test this idea!
Nope. Its a standard conservation of energy problem in physics. The speed that the ball has when it enters the ramp will be the speed it has when it comes back down to the same level (minus a tiny amount of energy lost due to friction).
So, if the friction force is the same in both directions between the ball and the putting mat, the ball will slow down to a stop the same way, and the distance it travels before it stops would also be the same in either direction.
Thanks for the recent discussion. It's given me a new problem for my AP Physics students to solve - and maybe a lab to test this idea!
This is exactly how I have always understood it. Apparently testing showed something else, so I am going to rig something up after all of this travel to give it a whirl.
I am sure there are ways to get different results but the basic premise makes sense.
If you putt uphill obviously it will roll back farther with the PuttOut than it would run past the hole. If someone is focused on getting it to give false results than I think they have other problems.