Question on physics...Think it's pretty basic
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OK, just trying to work something out.....
Imagine a pole bolted to the ground. You then pull on this pole, lets say half way up, towards you.
If you applied enough strength to pull it towards you and therefore ripping the bolts from the ground, would the force at the base of the pole be considered torque? If you watch face on it would look as though the base is rotating.
If so, how would you calculate how much force is required to pull it from the ground. Obviously it would depend on bolts used and height of where force is applied, but i'm pretty sure all of the formulas could be done step by step (t=rxF or LxF = WxX etc)
(long story short, just pondering building a dance pole for a mate who does pole dance as a fitness thing. And no, you can't have any pictures!
)
Imagine a pole bolted to the ground. You then pull on this pole, lets say half way up, towards you.
If you applied enough strength to pull it towards you and therefore ripping the bolts from the ground, would the force at the base of the pole be considered torque? If you watch face on it would look as though the base is rotating.
If so, how would you calculate how much force is required to pull it from the ground. Obviously it would depend on bolts used and height of where force is applied, but i'm pretty sure all of the formulas could be done step by step (t=rxF or LxF = WxX etc)
(long story short, just pondering building a dance pole for a mate who does pole dance as a fitness thing. And no, you can't have any pictures!
![Lol1](https://www.scoobynet.com/images/smilies/lol1.gif)
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OK, just trying to work something out.....
Imagine a pole bolted to the ground. You then pull on this pole, lets say half way up, towards you.
If you applied enough strength to pull it towards you and therefore ripping the bolts from the ground, would the force at the base of the pole be considered torque? If you watch face on it would look as though the base is rotating.
If so, how would you calculate how much force is required to pull it from the ground. Obviously it would depend on bolts used and height of where force is applied, but i'm pretty sure all of the formulas could be done step by step (t=rxF or LxF = WxX etc)
(long story short, just pondering building a dance pole for a mate who does pole dance as a fitness thing. And no, you can't have any pictures!
)
Imagine a pole bolted to the ground. You then pull on this pole, lets say half way up, towards you.
If you applied enough strength to pull it towards you and therefore ripping the bolts from the ground, would the force at the base of the pole be considered torque? If you watch face on it would look as though the base is rotating.
If so, how would you calculate how much force is required to pull it from the ground. Obviously it would depend on bolts used and height of where force is applied, but i'm pretty sure all of the formulas could be done step by step (t=rxF or LxF = WxX etc)
(long story short, just pondering building a dance pole for a mate who does pole dance as a fitness thing. And no, you can't have any pictures!
![Lol1](https://www.scoobynet.com/images/smilies/lol1.gif)
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It's not torque, and nor is it physics, just good old engineering. The force times distance above the floor gives a moment applied at the centre of the baseplate. That is balanced by a couple formed by the tension in the holding down bolts on one side and the compression between the edge of the plate and the floor on the other. Assume the floor can resist the compression then height x force = distance of bolts from compression edge of plate x tension in bolts.
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OK, just trying to work something out.....
Imagine a pole bolted to the ground. You then pull on this pole, lets say half way up, towards you.
If you applied enough strength to pull it towards you and therefore ripping the bolts from the ground, would the force at the base of the pole be considered torque? If you watch face on it would look as though the base is rotating.
If so, how would you calculate how much force is required to pull it from the ground. Obviously it would depend on bolts used and height of where force is applied, but i'm pretty sure all of the formulas could be done step by step (t=rxF or LxF = WxX etc)
(long story short, just pondering building a dance pole for a mate who does pole dance as a fitness thing. And no, you can't have any pictures!
)
Imagine a pole bolted to the ground. You then pull on this pole, lets say half way up, towards you.
If you applied enough strength to pull it towards you and therefore ripping the bolts from the ground, would the force at the base of the pole be considered torque? If you watch face on it would look as though the base is rotating.
If so, how would you calculate how much force is required to pull it from the ground. Obviously it would depend on bolts used and height of where force is applied, but i'm pretty sure all of the formulas could be done step by step (t=rxF or LxF = WxX etc)
(long story short, just pondering building a dance pole for a mate who does pole dance as a fitness thing. And no, you can't have any pictures!
![Lol1](https://www.scoobynet.com/images/smilies/lol1.gif)
You have a male friend who does pole dancing???
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#10
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It's not torque, and nor is it physics, just good old engineering. The force times distance above the floor gives a moment applied at the centre of the baseplate. That is balanced by a couple formed by the tension in the holding down bolts on one side and the compression between the edge of the plate and the floor on the other. Assume the floor can resist the compression then height x force = distance of bolts from compression edge of plate x tension in bolts.
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Ha. What a mixed bunch of replies. It can't be bolted to the ceiling or floor so a 'stage' with mount and supports is the only option. Cheapest one she's seen it £800 an wobbly as anything. Looks like no thought went in to it at all.
Some good replies here that will point me in the right direction.
And I did wonder about torque as when I drew a quick sketch I thought it would be more of a rotating body rather than a lever.
I've seen a couple of tried and tested home builds that look pretty good but just wanted to see if I could work it out before hand.
Thanks
Some good replies here that will point me in the right direction.
And I did wonder about torque as when I drew a quick sketch I thought it would be more of a rotating body rather than a lever.
I've seen a couple of tried and tested home builds that look pretty good but just wanted to see if I could work it out before hand.
Thanks
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Ha. What a mixed bunch of replies. It can't be bolted to the ceiling or floor so a 'stage' with mount and supports is the only option. Cheapest one she's seen it £800 an wobbly as anything. Looks like no thought went in to it at all.
Some good replies here that will point me in the right direction.
And I did wonder about torque as when I drew a quick sketch I thought it would be more of a rotating body rather than a lever.
I've seen a couple of tried and tested home builds that look pretty good but just wanted to see if I could work it out before hand.
Thanks
Some good replies here that will point me in the right direction.
And I did wonder about torque as when I drew a quick sketch I thought it would be more of a rotating body rather than a lever.
I've seen a couple of tried and tested home builds that look pretty good but just wanted to see if I could work it out before hand.
Thanks
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#17
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No it is not torque, just generated by a moment acting on the base generated by a horizontal force on the pole of course.
Make sure you have a wide base on the pole with srong fixings if you cannot attach it on the top as well.
Les
Make sure you have a wide base on the pole with srong fixings if you cannot attach it on the top as well.
Les
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Just fit an X pole,theyre safe and portable,also available as a spinner .
http://www.ebay.co.uk/itm/X-Pole-XPe...ht_2004wt_1186
http://www.ebay.co.uk/itm/X-Pole-XPe...ht_2004wt_1186
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It's not torque, and nor is it physics, just good old engineering. The force times distance above the floor gives a moment applied at the centre of the baseplate. That is balanced by a couple formed by the tension in the holding down bolts on one side and the compression between the edge of the plate and the floor on the other. Assume the floor can resist the compression then height x force = distance of bolts from compression edge of plate x tension in bolts.
In response to the original poster:
If you want a solution that a structural engineer would be prepared to sign off, ie a structure sturdy enough to enable anybody of variable strength/weight/'x' number of other factors to swing on and around, consult Eurocodes and follow the formal design procedure similar to a cantilever beam or column, with the addition of a factor of safety (FOS) for a pole dancing pole - if such a FOS is provided specifically for this purpose in the codes.
Essentially Eurocodes will provide you with a design based on the first principles of Euler-Bernoulli beam theory (in this case) with the consideration of single or multiple bolt groups with base plates; the FOS should be adequate to account for the large variability.
With regards to your question of, 'how would you calculate how much force is required to pull it from the ground'. There's too much variability and several mechanisms of failure (sheared bolts, tearing of base plates, pole succumbing to buckling and combinations of all of the latter) to be able to provide anything close to a sensible answer, but one method that springs to mind would be to employ a finite element analysis. This would provide you with a numerical estimation of the force at failure based on material properties and model geometry, it would even show you susceptible locations of failure.
![Cool](https://www.scoobynet.com/images/smilies/cool.gif)
At the end of the day, it's a complicated problem and not one you are going to solve using a pencil and the back of a *** packet, HTH.
![Thumb](https://www.scoobynet.com/images/smilies/thumb.gif)
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Torque is a moment (N*m) thus it is toque, and it's certainly a physical problem.
In response to the original poster:
If you want a solution that a structural engineer would be prepared to sign off, ie a structure sturdy enough to enable anybody of variable strength/weight/'x' number of other factors to swing on and around, consult Eurocodes and follow the formal design procedure similar to a cantilever beam or column, with the addition of a factor of safety (FOS) for a pole dancing pole - if such a FOS is provided specifically for this purpose in the codes.
Essentially Eurocodes will provide you with a design based on the first principles of Euler-Bernoulli beam theory (in this case) with the consideration of single or multiple bolt groups with base plates; the FOS should be adequate to account for the large variability.
With regards to your question of, 'how would you calculate how much force is required to pull it from the ground'. There's too much variability and several mechanisms of failure (sheared bolts, tearing of base plates, pole succumbing to buckling and combinations of all of the latter) to be able to provide anything close to a sensible answer, but one method that springs to mind would be to employ a finite element analysis. This would provide you with a numerical estimation of the force at failure based on material properties and model geometry, it would even show you susceptible locations of failure.![Cool](https://www.scoobynet.com/images/smilies/cool.gif)
At the end of the day, it's a complicated problem and not one you are going to solve using a pencil and the back of a *** packet, HTH.![Thumb](https://www.scoobynet.com/images/smilies/thumb.gif)
In response to the original poster:
If you want a solution that a structural engineer would be prepared to sign off, ie a structure sturdy enough to enable anybody of variable strength/weight/'x' number of other factors to swing on and around, consult Eurocodes and follow the formal design procedure similar to a cantilever beam or column, with the addition of a factor of safety (FOS) for a pole dancing pole - if such a FOS is provided specifically for this purpose in the codes.
Essentially Eurocodes will provide you with a design based on the first principles of Euler-Bernoulli beam theory (in this case) with the consideration of single or multiple bolt groups with base plates; the FOS should be adequate to account for the large variability.
With regards to your question of, 'how would you calculate how much force is required to pull it from the ground'. There's too much variability and several mechanisms of failure (sheared bolts, tearing of base plates, pole succumbing to buckling and combinations of all of the latter) to be able to provide anything close to a sensible answer, but one method that springs to mind would be to employ a finite element analysis. This would provide you with a numerical estimation of the force at failure based on material properties and model geometry, it would even show you susceptible locations of failure.
![Cool](https://www.scoobynet.com/images/smilies/cool.gif)
At the end of the day, it's a complicated problem and not one you are going to solve using a pencil and the back of a *** packet, HTH.
![Thumb](https://www.scoobynet.com/images/smilies/thumb.gif)
Thanks for all of the info there. It will come in useful.
Ha, I know it's not something to be rushed. I've got a rough plan which is based on others which have worked (both DIY and pro) and I have taken it a bit further. I just basically wanted to do a few calculations an then build it and test it. Will probably get a drawing done on a computer soon and asses.
Thanks again
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