Linked from

The 54 pages that link to Volume, each with the reason it gives.

• Equation of stateRelated: Volume often appears alongside pressure and temperature in equations of state.

• Ideal gas lawRelated: It pairs with pressure in PV and changes inversely with pressure under fixed amount and temperature.

• DensityRelated: Density divides mass by the space that mass occupies.

• ConcentrationRelated: Molarity divides solute amount by the volume of the final solution.

• SphereRelated: The ball bounded by a sphere of radius r has volume 4πr³/3.

• Partial pressureRelated: The component gas is imagined alone in the mixture’s same volume.

• Ideal gasRelated: It is the container-scale quantity related to pressure and temperature.

• Molar concentrationRelated: The solution volume forms the denominator of molar concentration.

• Specific gravityRelated: Volume is needed with mass to determine density.

• Archimedes' principleRelated: An object's submerged volume sets the volume of fluid displaced.

• GeometryRelated: It extends geometric measurement from planar regions to solid figures.

• Doubling the cubeRelated: Doubling the cube means doubling this quantity while preserving the shape.

• Geometry of numbersRelated: Volume is the quantity compared with lattice determinant in foundational theorems.

• Mass concentrationRelated: The denominator is the volume of the mixture or solution.

• Gas lawsRelated: Gas laws track how the space available to a gas changes.

• Gas pressureRelated: Compressing a fixed amount of gas raises its pressure.

• Integral calculusRelated: Integrals assemble cross-sectional areas or shells to measure solids.

• Oblate spheroidRelated: The spheroid’s volume is determined by its two equatorial radii and polar radius.

• ConeRelated: A cone occupies one-third the volume of a cylinder with the same base and height.

• Charles's lawRelated: The law tracks how much space a gas occupies as temperature changes.

• Cross-sectional areaRelated: Cross-sectional areas can be integrated along a length to find volume.

• Multiple integralRelated: A triple integral of one computes the volume of its domain.

• Number densityRelated: Number density divides a count by the volume containing the counted entities.

• Cube rootRelated: For a cube, taking the cube root of volume gives its side length.

• Intensive and extensive propertiesRelated: Volume grows with the amount of material when conditions and composition are held fixed.

• Solid geometryRelated: It measures the space enclosed by a solid.

• Thermodynamic free energyRelated: Constant-volume conditions lead to Helmholtz free energy.

• Brunn–Minkowski theoremRelated: The inequality compares volumes after taking dimension-dependent roots.

• Combined gas lawRelated: Volume is the spatial variable whose changes are related to pressure and temperature.

• Dittert conjectureRelated: Fixing body volume removes scaling as a way to alter the expected sampled-simplex volume.

• Internal pressureRelated: It is the variable whose change probes the system’s internal-energy response.

• Three-dimensional system (spatial)Related: Volume distinguishes spatial extent through depth from area on a surface.