Problem of a tank with a trapezoidal section

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The discussion focuses on calculating the time it takes for a trapezoidal tank to empty through an orifice with a given area and discharge coefficient. The area of the tank's surface is expressed as 16H, where H is the height of the liquid. Participants emphasize the importance of clearly defining variables and providing calculations in a readable format. Suggestions are made to improve clarity by writing out formulas instead of relying on scanned images. The conversation highlights the need for precise communication in solving complex fluid dynamics problems.
Queren Suriano
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Homework Statement


In the figure are the dimensions, and the question is the time in which the take will empty
Area of orifice 1 cm2
Discharge coefficient: 0.447
Gravity 10 m/s2

Homework Equations


[/B]
Area of surface = 8x = 8 (2 H) = 16H

The Attempt at a Solution

.

The red lines are the tank. And I prolongate the lines of the section to find the relation between "H" and X.
upload_2015-8-22_18-34-44.png
[/B]
 
A description what you are calculating where (and how your variables are defined) would help. Also, the formulas are much easier to read if you write them here instead of showing the scanned paper.
 

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