Interior volume of the torus (V = 2pi^2 * R * r^2)
Surface area1,184.353
Inner radius (a)7
Outer radius (b)13
Torus typeRing torus (R > r)
Volume1,776.529
Surface Area1,184.353
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Torus volume: 1776.529 cm³
The volume is 1776.529 cm³ and the surface area is 1184.353 cm².
The volume-to-surface-area ratio is 1.500 cm, which reflects how compact the torus is.
This is a standard ring torus (like a doughnut or a tire): the tube does not touch the central axis.
Next stepTo find the volume of material in a hollow torus (e.g. a rubber ring with a thin wall), subtract the volume of the inner torus from the outer one.