There really isnt a max front to back. Water pressure only gains as it gets taller. A 72x24x24T and a 120x48x24T would both need the same thickness in acrylic and would be exerting the same amount of pressure.
I can't remember the formula exactly I think it was .434lbs/in2 per foot of water column
Thanks for that answer. Been looking an couldn't find it.
man i've been looking for an the answere to this question for awhilethanks man :thumbusp:
We are in the same boat. Been looking and not finding anything. Hints that said the answer were mind boggling trying to interpret.
Close its 2.31 feet per psi or feet x .433= psi at the bottom. So in this case its 2 X 0.433= 0.86 psi on the bottom of the tank. Keep in mind that the pressure will decrease the higher up the tank you go. Here is the real mind f*==.... 72" x24" is the dimension across the glass. If you just calculate the pressure that its exerted across just the bottom of the glass in square inches it would be 0.86 x 72= 61psi pressure across the entire bottom seam on one side of the glass. You have four sides right? Multiply that by four and that its the total bottom seam standing force 24/7. Still want to trust 1/2"?The formula for calculating the total force across the tank escapes me at the moment. But I'm sure you get the point. Not the kind of thing I would risk considering the repercussions for a screw up IMO.
Drew
NO GOOD DEED SHALL GO UNPUNISHED!
If it works in my 180gal and don't break and doesn't increase unless I go taller...well I can trust that just fine. You want to get I to untrusting something look at the cables for elevators or how much stretch there is in them. Also look at how much concrete is actually in a bridge, the road portion.
Back on topic
One other question that is impossible to find. How long can you go before it needs to go thicker? Would a 144"x 24" be the same thickness as a 72"x 24"? 1/2" for a thickness or is there a max length vs height? Would a min (x) number of cross braces solve the length vs pressure issue?
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