The surcell volume of a shape is the total volume of all of the shape's cells. It can be considered the total extent of all of the shape's 3-subfacets in 3-dimensional space. The surcell volume of a polyhedron is typically just called its volume.
A surcell volume has dimensions of [length]3.
Surcell Volume Formulae[]
3 Dimensions[]
Shape | Volume Formula | Variables |
---|---|---|
Cube | a, b, c = edge lengths | |
Cylinder | a = edge length, d = diameter of disc | |
Ball | d = diameter of sphere |
Surcell Volumes[]
Surcell Volume | Object/Unit |
---|---|
4.2×10-105 m3 | Planck volume |
1.0×1018 m3 | 1 Mm3 |
2.2×1019 m3 | the Moon |
1.1×1021 m3 | Earth |
1.4×1024 m3 | the Sun |
1.0×1027 m3 | 1 Gm3 |
1.0×1036 m3 | 1 Tm3 |
1.0×1045 m3 | 1 Pm3 |
1.7×1048 m3 | the Solar System |
1.0×1054 m3 | 1 Em3 |
3.3×1061 m3 | the Milky Way |
1.0×1063 m3 | 1 Zm3 |
5.0×1068 m3 | the Local Group |
1.0×1072 m3 | 1 Ym3 |
3.5×1072 m3 | the Virgo Supercluster |
3.4×1080 m3 | the Observable Universe |
See Also[]
Space Antiderivatives |
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Vertex count · Edge length · Surface area · Surcell volume · Surteron bulk · Surpeton pentavolume · Surecton hexavolume · Surzetton heptavolume · Suryotton octavolume |
Thermodynamic Quantities |
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Internal energy · Enthalpy · Helmholtz free energy · Gibbs free energy Temperature · Pressure · Chemical potential Entropy · Volume · Particle number Heat · Work · Matter |