Calculate the capacity of the tank

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SUMMARY

The discussion focuses on calculating the capacity of a tank filled to its maximum height, specifically in pounds and gallons. The maximum height is determined to be 19 feet, leading to a calculated volume of 11,980.067 gallons. The weight of the hydrocarbon in the tank is computed using the specific gravity of 0.84, resulting in a total weight of 627,862.08 pounds. Additionally, the pressure exerted on the bottom of the tank is derived from the weight per cubic foot of the material.

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Homework Statement


Calculate the capacity of the tank.Capacity of the tank when filled to its maximum height in pounds and gallons
Maximum height =
Gallons:
Pounds: ______ gallons*8.34 pounds/gallon*.84 = ______ pounds(note the units again)Calculate the pounds/square foot and pounds/square inch pressure on the bottom of the tank when it is 8’4” full of a hydrocarbon with a specific gravity of .84.
Since we have the weight of a cubic foot of the material (8.34 pounds/gallon * 7.481 gallons/cu ft * .84 = 52.41 pounds/cu ft) it is easy to get the pounds/square foot: 52.41 pounds/ft3 * 8.333 ft =____

(Note the units again.)

Homework Equations

The Attempt at a Solution


Maximum height = 95% which = 95 divide by 100 times 20 = 19

Gallons are pie which is 3.1416 times (14.167)2 times 19 = 11980.067

One cubic foot = 7.481 so you take 7.481 times 11980.067 = 89622.88

Pounds would be 89622.88 times 8.34 times .84 = 627862.08
 
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