Jumping
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Jumping
Just a question about jumping, I'm still vaulting only 8'6, but I know people are saying its jumping too. I don't jump, I guess I just go up because of the swing and momentum as well as just using the pole. So, where and how does jumping come in with vaulting? I know it seems like a dumb question, but I don't have a coach, so I try to get answrs and tips here.
- altius
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Not a dumb question. Many problems start with the incorrect use of words or giving things their wrong names. In this event it started when the English first called it a pole VAULT in the 19th century. This creates the wrong mind set because this event is about jumping - no question. Which is why the Germans call it 'stabhochsprung' -pole high JUMP. The French -those dastardly French - call it 'saut a la perche' - JUMP with a pole and the Italians call it 'salto con l'asta' - JUMP with a pole.
"Wisdom begins with giving things their proper names". Chinese proverb.
"Wisdom begins with giving things their proper names". Chinese proverb.
Its what you learn after you know it all that counts. John Wooden
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Scientific analysis has proven the take-off angle of many elite vaulters to be between 10-20 degrees--which I would not call jumping up. Maybe I am missing something here? I understand in a perfect world that we would want to create a higher angle at takeoff, but I don't believe that the losses in horizontal velocity would compensate for the gains in vertical distance. BY this I mean that for every degree closer to vertical our takeoff angle is, we lose horizontal energy at an exponent rate. Its great if you can run 9.8 m/s, but if you blow your wad and jump straight off the ground how much speed are you carrying THROUGH the takeoff? Bubka jumped 6.15 because he could run 9.8m/s and he could carry that through his takeoff. There is a vortex where we fully utilize our horizontal energy, and vertical energy equally, and I do not see how creating the kind of takeoff angles we are talking about up can benefit us in any way. Please clarify if possible.
swtvault wrote:Scientific analysis has proven the take-off angle of many elite vaulters to be between 10-20 degrees--which I would not call jumping up. Maybe I am missing something here? I understand in a perfect world that we would want to create a higher angle at takeoff, but I don't believe that the losses in horizontal velocity would compensate for the gains in vertical distance. BY this I mean that for every degree closer to vertical our takeoff angle is, we lose horizontal energy at an exponent rate. Its great if you can run 9.8 m/s, but if you blow your wad and jump straight off the ground how much speed are you carrying THROUGH the takeoff? Bubka jumped 6.15 because he could run 9.8m/s and he could carry that through his takeoff. There is a vortex where we fully utilize our horizontal energy, and vertical energy equally, and I do not see how creating the kind of takeoff angles we are talking about up can benefit us in any way. Please clarify if possible.
We are not talking about jumping straight up. More of a long jump takeoff, which is ideally around 19-22 degrees-- the lower end being right inside the range you just specified for elite vaulters. It is not supposed to be a breaking jump, but a cyclic one. I seriously doubt elite long jumpers lose speed at takeoff. Neither should pole vaulters who use a correct long jump takeoff.
It's not so much about a height advantage as a direction advantage.
By the way, Bubka could run 10.0 m/sec at plant. He also jumped up. Just ask him, his coach, or anyone who knew him. The fact that he was at 10m/sec at plant while jumping up should suggest that he didn't lose speed. This is also why he could long jump 26 ft.
Try vaulting with a straight pole holding as high as you can and not jumping up, but just running under it. Then try it with a correct long jump takeoff. See which makes it easier not to stall out. Also, see which makes it easier to hold higher.
I reiterate that the angle of takeoff can be inside the range you specified. There is no breaking action (which causes loss of speed) at plant in this technique if executed correctly.
The entire point of this is that the center of gravity is rising when the pole tip hits the back of the box, allowing for a much easier translation of energy. This effect is not acheived by simply running forward until the pole takes you off the ground.
If you want to talk about speed loss, talk about the speed loss that occurs when the pole has to translate all the energy for you because you weren't rising at plant. You are not coming off the top nearly as fast if you are running straight through takeoff and the pole has to do all the lifting.
If you are rising while still traveling forward at plant, you are carrying at least some of your runway speed directly to the top.
This is just my opinion. Just trying to answer your question as best I can. Hope it helps.
Last edited by mikepv1 on Thu May 26, 2005 7:06 pm, edited 1 time in total.
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- altius
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Great post Mikepv1.
Just to add - SWTvault you sound like a pretty scientific kind of guy so try the following little experiment. Draw a horizontal line representing 10m/sec -just to make it easy - on a graph, Next draw in the line indicating the path of the centre of mass of a vaulter like Bubka IE the TO angle - and then consider the angle of the vertical forces which are needed to create THAT take off angle at that speed.
Then you will understand why long jump coaches simply say run fast/ jump high. The resultant usually comes out right.
This emphasis in the jump at take off is critical in the vault - especially in the US- where many vaulters simply run under the bending pole and allow themselves to be pulled off the ground. In fact there is evidence that at least one coach in Texas is actually teachnig vaulters to do that! They therefore miss the chance to put enormous energy into the vaulter/pole system at take off, which a powerful upspringing jump would give them.
Just to add - SWTvault you sound like a pretty scientific kind of guy so try the following little experiment. Draw a horizontal line representing 10m/sec -just to make it easy - on a graph, Next draw in the line indicating the path of the centre of mass of a vaulter like Bubka IE the TO angle - and then consider the angle of the vertical forces which are needed to create THAT take off angle at that speed.
Then you will understand why long jump coaches simply say run fast/ jump high. The resultant usually comes out right.
This emphasis in the jump at take off is critical in the vault - especially in the US- where many vaulters simply run under the bending pole and allow themselves to be pulled off the ground. In fact there is evidence that at least one coach in Texas is actually teachnig vaulters to do that! They therefore miss the chance to put enormous energy into the vaulter/pole system at take off, which a powerful upspringing jump would give them.
Its what you learn after you know it all that counts. John Wooden
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