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Total water volume does matter, as it will increase the pressure on the seams (so you need not just worry about height and length).
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I'm sorry but this isn't true. Pressure is dictated only by the height of a water column at any given point.
Hydrostatic pressure (P) is equal to any outside pressure, such as pressure exerted by the atmosphere (P.air), plus (fluid density [p] times gravitational force [g] times height [h]).
P = (P.air)+(pgh)
Vessle shape has no effect on pressure because pressure is measured by the force per unit area. Additionally, the walls of the vessel supporting a fluid exert a pressure equal to that which the fluid exerts on the vessel, and pressure is transmitted equally throughout a given level within the fluid. Pressure is a vectorless quantity.
For our applications, tank height dictates glass thickness for two reasons: The higher the tank the greater the force on the glass, and with higher pressure comes the requirement for a thicker seal area capable of maintaining seam/structural integrity.
http://www.austinglass.com.au/aquariums.html
http://www.ac.wwu.edu/~vawter/Physic...droStatic.html
To strengthen my argument, think of a diver. As he descends, the pressure increases. This pressure gradient - 1 atm for every 33 feet - is the same given any size body of water...a pond...a quarry...Lake Superior. 33 feet is still 29.4 psi (water pressure @ 14.7psi + atmospheric pressure @ 14.7 psi). 66 feet is still 44.1 psi given any body of freshwater. The density of saltwater causes these values to shift slightly but you get the idea.
-Matt