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atomic volume of krypton

Input interpretation

krypton | atomic volume
krypton | atomic volume

Result

2.9×10^6 pm^3 (cubic picometers)
2.9×10^6 pm^3 (cubic picometers)

Periodic table location

Periodic table location
Periodic table location

Atomic radii properties

atomic radius (calculated) | 88 pm covalent radius | 116 pm van der Waals radius | 202 pm
atomic radius (calculated) | 88 pm covalent radius | 116 pm van der Waals radius | 202 pm

Units

Unit conversions

≈ 2.9×10^-30 m^3 (cubic meters)
≈ 2.9×10^-30 m^3 (cubic meters)
≈ 2.9×10^-27 L (liters)
≈ 2.9×10^-27 L (liters)
≈ 1×10^-28 ft^3 (cubic feet)
≈ 1×10^-28 ft^3 (cubic feet)

Comparisons

 ≈ 23 × volume of a helium atom ( 4 Pi/3 atomic radii of helium (the smallest atom)^3 )
≈ 23 × volume of a helium atom ( 4 Pi/3 atomic radii of helium (the smallest atom)^3 )
 ≈ 44 × volume of a hydrogen atom ( 4 Pi/3 atomic radii of hydrogen^3 )
≈ 44 × 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:  | 88 pm (picometers)  | 3.5×10^-9 inches
Radius r of a sphere from V = 4πr^3/3: | 88 pm (picometers) | 3.5×10^-9 inches
Edge length a of a cube from V = a^3:  | 140 pm (picometers)  | 5.6×10^-9 inches
Edge length a of a cube from V = a^3: | 140 pm (picometers) | 5.6×10^-9 inches