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Unread 10-01-2005, 01:54
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Re: Tetra Math

sojouner06, try to edit your posts instead of creating new ones.
ftp://67.170.35.253/robotics/Posting.swf

Anyways, did you take into consideration about the end-caps. Also, when looking at the sidelines during the kickoff, it looked more like 6 inches.
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Unread 10-01-2005, 01:58
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Re: Tetra Math

I thought that the tetras used at the actual competitions don't have PVC endcaps but instead have flat pieces that screw into the PVC?
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Unread 10-01-2005, 02:05
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Re: Tetra Math

i was in manchester and saw the offical ones and adding them ontop of each other adds SIX inches....i also tested the how many fit under a goal and 7 perfectly stacked will make it as long as there are no tetras ontop of the goal. if there is a tetra ontop of the goal then you can only fit 4 under
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Unread 11-01-2005, 18:25
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Re: Tetra Math

Quote:
Originally Posted by Greg Needel
if there is a tetra ontop of the goal then you can only fit 4 under
Why that? Does the tetra ontop block that?
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Unread 11-01-2005, 22:40
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Re: Tetra Math

think about it here, 6 inches, thats half a foot. Even with end caps at the largest constraint is 4 inches. It is physicaly impossible for it to be a six inch increase per tetra. IMPoSIBLE!!!!!!!!!!!! unless someone put it on a freaky way
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Unread 12-01-2005, 05:29
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Re: Tetra Math

We've also built tetras...it is 6". The sides of one tetra do not even come close to being flush up against the sides of the one below it. I think it is partially because the sides of the lower one get jammed into the corners of the one on top.
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Unread 12-01-2005, 09:20
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Re: Tetra Math

Quote:
Originally Posted by ZZII 527
We've also built tetras...it is 6". The sides of one tetra do not even come close to being flush up against the sides of the one below it. I think it is partially because the sides of the lower one get jammed into the corners of the one on top.
Exactly. It really is 6".
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Unread 12-01-2005, 18:34
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Re: Tetra Math

I wish i had seen this thread sooner. I had to do this math today but oh well i like math. Nice thread.
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Unread 12-01-2005, 22:26
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Re: Tetra Math

ok i believe it is 6 inches, but wait, how thick are your pipes. The manual said they should be 1 and a quarter inches at pipe and 1.(4-9) inches at endcap

or...maybe...how long are the pipes themselves? 40"? 48"? 70"?

Last edited by sojouner06 : 12-01-2005 at 22:38.
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Unread 10-01-2005, 11:13
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Re: Tetra Math

Quote:
Originally Posted by HPA_Robotics_13
I thought that the tetras used at the actual competitions don't have PVC endcaps but instead have flat pieces that screw into the PVC?
The small tetras have flat clover pieces that screw into the end caps attached to the PVC. The goals are aluminum and will have a angled piece of hardware holding them together. These pieces are visible in the field drawings available on FIRST's documents page.
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Unread 10-01-2005, 11:14
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Re: Tetra Math

Quote:
Originally Posted by tkwetzel
The small tetras have flat clover pieces that screw into the end caps attached to the PVC. The goals are aluminum and will have a angled piece of hardware holding them together. These pieces are visible in the field drawings available on FIRST's documents page.
In addition, a good picture of these pieces can be located here.
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Unread 10-01-2005, 11:17
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Re: Tetra Math

anyone know what the angle is between faces? I drew a tet in AutoCad and I measured it to be 55 degrees, but I think there is something wrong with this.

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Unread 11-01-2005, 02:18
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Re: Tetra Math

The angle can be calculated by looking at a cross section of the tetra, giving 2*arcsin(1/sqrt(3)), which is approximately 70 degrees.
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Unread 11-01-2005, 05:09
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Re: Tetra Math

Quote:
Originally Posted by Grommit
The angle can be calculated by looking at a cross section of the tetra, giving 2*arcsin(1/sqrt(3)), which is approximately 70 degrees.
I got a much simpler expression: cos^-1(1/3) whuch equals 70.528779365509308630754000660038



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Unread 12-01-2005, 22:29
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Re: Tetra Math

http://www.ifirobotics.com/first-2005-field-parts.shtml

look here for the parts first wants you to get
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