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General Freshwater From that 5 gallon betta tank, to the 180 Asian biotope, and everything in between

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Old 05-29-2008, 03:01 PM   #1 (permalink)
Bunny13
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Default Un level tank

I was filling up my new tank today, which is sooooo much easier now that I have a phython, and I noticed the water level is a little less then a 1/4 inch off from back to front. (leaning forward) Is this enough to worry about? If so, whats the best way to level it out? There is a piece of wood between the tank and the stand and the stand is on carpet. I know its going to permanently dent the carpet but thats ok.
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Old 05-29-2008, 03:22 PM   #2 (permalink)
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In a small tank it may be ok like that for years. I have a 20 long that was a quarter inch off level for ten years and it still holds water fine. A large tank has more stress on it and may not be able to take that much difference for any length of time. What size is the tank? For a tank 30 gallons or less, I'd just shim the front of the stand up 1/4" in two or three places with the type of wooden window shims that you break off. For a heavier tank, shimming the full length of the front and down the sides may be needed.

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Old 05-29-2008, 08:45 PM   #3 (permalink)
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Its a 30 gallon. I placed some shims under the front legs of the stand until the level was level. Will this be fine or should I actually shim under the tank?
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Old 05-29-2008, 08:48 PM   #4 (permalink)
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I think it's better to shim the stand than under the tank itself.

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Old 05-29-2008, 10:01 PM   #5 (permalink)
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Me too. You want the tank itself supported evenly all the way around.
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Old 05-30-2008, 10:39 AM   #6 (permalink)
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You don't want to shim under the tank as that will create a pressure point on the glass. Under the stand as you've done is perfectly fine.

The thing I always look at is how much actual extra weight is being put on the seam in question. In your case if the water is 1/4" high at the front of say a 12" deep by 30" long tank that's about 90 cubic inches too much water on the front of the tank which translates into just over a third of a gallon so if you figure it out at 10lbs per U.S. Gallon, we're only talking about 4 Lbs along the entire 30" seam which really isn't a lot in a tank designed to hold at least 300lbs of water and other goodies.
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Old 05-30-2008, 10:55 AM   #7 (permalink)
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Why not just go outside and shave off a quarter inch of the foundation? hehehe
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Old 05-30-2008, 12:36 PM   #8 (permalink)
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Quote:
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Why not just go outside and shave off a quarter inch of the foundation? hehehe
Thats what I was thinking...
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Old 05-30-2008, 07:41 PM   #9 (permalink)
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Quote:
Originally Posted by Slick Fork View Post
In your case if the water is 1/4" high at the front of say a 12" deep by 30" long tank that's about 90 cubic inches too much water on the front of the tank which translates into just over a third of a gallon so if you figure it out at 10lbs per U.S. Gallon, we're only talking about 4 Lbs along the entire 30" seam which really isn't a lot in a tank designed to hold at least 300lbs of water and other goodies.
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Old 05-30-2008, 08:14 PM   #10 (permalink)
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I strongly agree with the "shim the stand, not the tank" folks.
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Old 05-30-2008, 10:06 PM   #11 (permalink)
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Quote:
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Why not just go outside and shave off a quarter inch of the foundation? hehehe
If only life were that easy.

lol thanks guys. This has been by far the worst move I have done in 4 years ( how did I accumulate so much junk?) but I did get the tank level so everything seems good. The only problem is that the lid I made for my other 30 gallon is just a tad too small for this 30 gallon. Go figure. Solved one snafu and on to the next!
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Old 05-30-2008, 11:00 PM   #12 (permalink)
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Is my math bad?
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Old 05-30-2008, 11:12 PM   #13 (permalink)
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Is my math bad?
LOL! No, it just sounded like one of those math problems on the SAT test. I was impressed.
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Old 05-30-2008, 11:27 PM   #14 (permalink)
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Oh good, thanks! I wasn't sure if I figured it right!
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Old 06-03-2008, 07:18 PM   #15 (permalink)
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This problem is something that I have been thinking about for a while. Pressure acts equally in all directions, so what really matters is the vertical depth of the water to the glass. At small angles, like a quarter of an inch difference, its not going to make a difference.

The problem is actually fairly complicated one, beyond what would be on an SAT. To really figure it out, you need calculus, but with such a small amount, the method probably results in an answer that is basically the same. Anyway, sorry to drag that out, this is just sort of my thing.
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