Input interpretation
insulators | atomic volume
Summary
median | 4.2×10^6 pm^3 highest | 1.15×10^7 pm^3 (iodine) lowest | 2.6×10^6 pm^3 (boron) distribution |
Units
Ranked values
| | visual | ratios | 5 | boron | | 0.2 | 1 4 | chlorine | | 0.36 | 2 3 | sulfur | | 0.36 | 2 2 | bromine | | 0.55 | 2 1 | iodine | | 1 | 4
Plot
Plot
Periodic table location
Periodic table location
Atomic radii properties
atomic radius (empirical) | median | 100 pm | highest | 140 pm (iodine) | lowest | 85 pm (boron) | distribution | atomic radius (calculated) | median | 88 pm | highest | 115 pm (iodine) | lowest | 79 pm (chlorine) | distribution | covalent radius | median | 105 pm | highest | 139 pm (iodine) | lowest | 84 pm (boron) | distribution | van der Waals radius | median | 183 pm | highest | 198 pm (iodine) | lowest | 175 pm (chlorine) | distribution |
Units
Atomic volume rankings
1 | boron | 2.6×10^6 pm^3 2 | sulfur | 4.2×10^6 pm^3 3 | chlorine | 4.2×10^6 pm^3 4 | bromine | 6.4×10^6 pm^3 5 | iodine | 1.15×10^7 pm^3
Unit conversions for median atomic volume 4.2×10^6 pm^3
4.2×10^-30 m^3 (cubic meters)
4.2×10^-27 L (liters)
1.48×10^-28 ft^3 (cubic feet)
Comparisons for median atomic volume 4.2×10^6 pm^3
≈ 34 × volume of a helium atom ( 4 Pi/3 atomic radii of helium (the smallest atom)^3 )
≈ 64 × volume of a hydrogen atom ( 4 Pi/3 atomic radii of hydrogen^3 )
Corresponding quantities
Radius r of a sphere from V = 4πr^3/3: | 100 pm (picometers) | 3.9×10^-9 inches
Edge length a of a cube from V = a^3: | 161 pm (picometers) | 6.3×10^-9 inches