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Capacity of a Dished End Tank

Last modified by
on
Jul 31, 2024, 2:15:24 PM
Created by
on
Jan 16, 2020, 12:40:00 AM
`V = f( "L" , "D" , "R" , "a" )`
`(L)"Length of Central Cylinder"`
`(D)"Diameter of Central Cylinder"`
`(R)"Crown Radius"`
`(a) "Knuckle Radius"`

The Capacity of a Dished End (Torispherical) Tank calculator computes the volume of a cylindrical tank with torispherical heads based on the length (L) and diameter (D) of the tank and the crown radius (R) and knuckle radius (a) of the torispherical heads.

NOTE: Default units have been updated to millimeters for inputs and cubic centimeters for outputs.  Both can be changed.

INSTRUCTIONS:  Choose units and enter the following:

  • (L) Length of Tank
  • (D) Diameter of Tank
  • (R) Interior Crown Radius of Torispherical Head
  • (a) Interior Knuckle Radius  of Torispherical Head

Volume of a Cylindrical Tank with Torispherical Heads (V): The volume is returned in cubic centi-meters rounded to the nearest 1/10000th. However, the volume can be automatically converted to other volume units (e.g. liters, cubic feet, gallons, barrels) via the pull-down menu.

/attachments/ba585921-37f8-11ea-8999-bc764e203090/Torispherical_Tank.jpeg 

The Math / Science

The relationship between the diameter of a torispherical head and the height of the head is:

 `h = R - sqrt((R-a)^2 - (D/2 -a)^2)`

where:

  • h = torispherical head height
  • R = crown radius
  • a = knuckle radius


Torispheric-head or Dished End Calculators


This equation, Capacity of a Dished End Tank, references 1 page
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