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VTH

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Sep 24, 2020, 6:55:49 PM
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Sep 24, 2020, 6:54:52 PM
`V = pi/3 [2hR^2 - (2a^2+c^2+2aR)(R-h)+3a^2csin^(-1)((R-h)/(R-a))]`
`(R)"Crown Radius"`
`(a) "Knuckle Radius"`
`(h)"Height"`
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UUID
6da875d4-fe97-11ea-9f9e-bc764e203090

The Volume of an Torispherical Head calculator computes the volume of an torispherical head based on the crown radius (R), knuckle radius (a) and the height (h)./attachments/6da875d4-fe97-11ea-9f9e-bc764e203090/Torispherical_Head.JPG

INSTRUCTIONS:  Choose units and enter the following:

  • (R)  Crown Radius
  • (a)  Knuckle Radius
  • (h) height of the head

Volume of an Torispherical Head (V): The volume is returned in cubic meters and the diameter is also returned in meters. However, these can be automatically converted to compatible units via the pull-down menu. /attachments/6da875d4-fe97-11ea-9f9e-bc764e203090/tank.pngCylindrical Tank with Torispherical Heads 

Torispheric Calculators

The Math / Science

The formula for the volume of an Torispherical Head is as follows:

           `V = π/3[2⋅h⋅R²-(2a² + c² + 2aR)(R-h)+3a²c sin‾¹( (R-h)/(R-a))]`

where:

The value of c is computed from R, h and a as follows:

          `c = sqrt(  (R-a)² - (R-h)² )`

The Diameter (D) is simply:

        D = 2(c+a)

Related Calculators:


This equation, VTH, is used in 3 pages
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