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Mass of Square Torus

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Jul 24, 2020, 6:28:07 PM

Created by

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Apr 29, 2020, 11:32:51 PM

M = π \cdot T \cdot [{(\frac{d2}{2})}^{2} - {(\frac{d1}{2})}^{2}] \cdot mD

$M = pi * T *[ ( "d2" /2)^2 - ( "d1" /2)^2] * "mD"$

(d 1) Inner Diameter

$(d1)" Inner Diameter"$

(d 2) Outer Diameter

$(d2)" Outer Diameter"$

(T) Torus thickness

$(T)" Torus thickness"$

(m D) Mean Density

$(mD)" Mean Density"$

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be5f137b-8a71-11ea-96ae-bc764e203090

The Square Torus Mass or Weight calculator computes the volume of a square torus based on the thickness (height) and the surface area. /attachments/be5f137b-8a71-11ea-96ae-bc764e203090/gasket.png The surface area is calculated as the difference between two circles with diameters of d1 and d2.

INSTRUCTIONS: Choose units and enter the following:

(T) Torus Thickness or Height
(d1) Inner diameter
(d2) Outer diameter
(mD) Mean Density

Torus Mass or Weight (M): The calculator computes the mass of the square torus in grams. However this can be automatically converted to compatible units via the pull-down menu.

The Math

The equation for the square torus volume is:

$M = π \cdot T \cdot [{(\frac{d_{2}}{2})}^{2} - {(\frac{d_{1}}{2})}^{2}] \cdot m D$ $M = pi * T *[ (d_2/2)^2 - (d_1/2)^2] * mD$

where:

M is the Mass or Weight of the Square Torus
T is the thickness or height of torus
d₂ is the outer diameter
d₁ is the inner diameter
mD is the density of material

Square Torus Calculators

Volume of a Square Torus
Mass or Weight of a Square Torus
Mean Density (mD) of many common substances and materials, elements, liquids and materials (e.g. the mD(water) is 1,000 kg/m³).

This equation, Mass of Square Torus, references 1 page

Equations and Data Items

• Volume of Square Torus by KurtHeckman

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