 Hariharan V S
Indian Institute of Technology (IIT), Chennai
Hariharan V S has created this Calculator and 25+ more calculators!

## < 2 Other formulas that you can solve using the same Inputs

Interplanar Spacing of a Crystal(from lattice parameter)
Interplanar spacing=Lattice Parameter/sqrt(Miller Index h^2+Miller Index k^2+Miller Index l^2) GO
Number of atomic sites
Number of atomic sites=Density/Atomic Mass GO

## < 1 Other formulas that calculate the same Output

Density
Density=Mass/Volume GO

### Density of cubic crystals Formula

Density=Effective number of atoms in unit cell*Atomic Mass/([Avaga-no]*(Lattice Parameter)^3)
More formulas
Lattice Parameter of FCC GO
Lattice Parameter of BCC GO
Interplanar Spacing of a Crystal GO
Interplanar Spacing of a Crystal(from lattice parameter) GO
Atom percent GO
Number of atomic sites GO
Diffusion Flux GO
Critical free energy for nucleation GO
Energy of photon GO
Mass percent to volume percent GO
Volume percent to mass percent GO
Atom percent to mass percent GO
Entropy of mixing GO
Equilibrium vacancy concentration GO
Volume free energy GO
Critical radius of nucleus (from volume free energy) GO
Critical free energy for nucleation( from volume free energy) GO
Temperature dependent diffusion coefficient GO
Total free energy change during solidification GO
Avrami equation GO
Half Life period of first order reaction GO
Rate constant of first order reaction GO
Time taken for X percent reaction to complete GO

## Density of a metallic crystal

Theoretical density of a metallic crystal is computed by accounting for its crystal structure, atomic mass and volume of the unit cell. The above formula is applicable only to cubic systems.

## How to Calculate Density of cubic crystals?

Density of cubic crystals calculator uses Density=Effective number of atoms in unit cell*Atomic Mass/([Avaga-no]*(Lattice Parameter)^3) to calculate the Density, Density of cubic crystals is the ratio of mass of atoms that constitute an unit cell and volume of the unit cell. . Density and is denoted by ρ symbol.

How to calculate Density of cubic crystals using this online calculator? To use this online calculator for Density of cubic crystals, enter Lattice Parameter (a), Effective number of atoms in unit cell (z) and Atomic Mass (A) and hit the calculate button. Here is how the Density of cubic crystals calculation can be explained with given input values -> 422109 = 4*0.06355/([Avaga-no]*(1E-10)^3).

### FAQ

What is Density of cubic crystals?
Density of cubic crystals is the ratio of mass of atoms that constitute an unit cell and volume of the unit cell. and is represented as ρ=z*A/([Avaga-no]*(a)^3) or Density=Effective number of atoms in unit cell*Atomic Mass/([Avaga-no]*(Lattice Parameter)^3). Lattice parameter of the crystal, Effective number of atoms in unit cell, that is after accounting for number of unit cells that share the atom. Example : For FCC, z=4; for BCC, z=2; for SC, z=1 and Atomic Mass of the metal.
How to calculate Density of cubic crystals?
Density of cubic crystals is the ratio of mass of atoms that constitute an unit cell and volume of the unit cell. is calculated using Density=Effective number of atoms in unit cell*Atomic Mass/([Avaga-no]*(Lattice Parameter)^3). To calculate Density of cubic crystals, you need Lattice Parameter (a), Effective number of atoms in unit cell (z) and Atomic Mass (A). With our tool, you need to enter the respective value for Lattice Parameter, Effective number of atoms in unit cell and Atomic Mass and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Density?
In this formula, Density uses Lattice Parameter, Effective number of atoms in unit cell and Atomic Mass. We can use 1 other way(s) to calculate the same, which is/are as follows -
• Density=Mass/Volume Let Others Know