Skip to main content

Grams per cm³ to Kilograms per Liter Density Converter

↔ Convert kg/L to g/cm³ instead

Common Conversions

g/cm³ kg/L
0.1 0.1
0.5 0.5
1 1
2 2
5 5
10 10
25 25
50 50
100 100
1000 1000

Why this conversion matters in chemistry

Reagent catalogue densities sit in g/cm³ — toluene 0.867, ethyl acetate 0.902, THF 0.889, acetonitrile 0.786 — while a pilot-plant batch-charge mass calculation runs in kg/L. The numbers are the same: 0.902 g/cm³ ethyl acetate is 0.902 kg/L on the process spreadsheet. The identity reduces to the kilo/milli prefix cancellation in the numerator and denominator. The conversion is the routine relabel when a chemistry-side reagent density meets a process-engineering mass-charge calculation, with no arithmetic needed beyond confirming the units land cleanly.

Formula

kg/L = g/cm³ × 1 (numerically identical)

Where the factor comes from

Two factors of a thousand appear here, on opposite sides of the fraction, and they annihilate. A kilogram is 10³ grams, which would multiply the numerator by 1000; a liter is 10³ cubic centimeters, which divides by the same 1000. Both follow from defined metric prefixes and the 1964 identification of the liter with the cubic decimeter, so neither carries uncertainty and the product is exactly 1. The cancellation is worth writing out once rather than memorizing as a result, because the neighboring SI unit behaves differently: kg/m³ pairs the same numerator with a volume of 10⁶ cubic centimeters, and there the two thousands do not cancel — they compound into a factor of 1000.

Precision and significant figures

An exact unit factor means the answer inherits its precision wholesale from the input, so the question becomes what a density figure is worth at the scale being worked. Catalogue and handbook densities are quoted at 20 or 25 °C, usually to three or four figures, and organic solvents shed roughly 0.1 percent of their density per degree — toluene falls from about 0.867 to 0.831 g/cm³ between 20 and 60 °C. A kg/L value driving a charge at reaction temperature needs the density at that temperature rather than the catalogue one. Four figures on a room-temperature value is already generous; carrying more into a volumetric charge is false confidence.

Worked Examples

1 g/cm³ = 1 kg/L

Water at 4 °C — the density anchor that pins both scales together.

13.534 g/cm³ = 13.534 kg/L

Mercury at 25 °C — the densest liquid element at room temperature.

0.899 g/cm³ = 0.899 kg/L

Olive oil — useful as a low-density organic-liquid reference.

Common mistakes

Confusing kg/L with kg/m³

The SI density unit is kilograms per cubic meter, and it is 1000 times the kg/L figure. Concentrated sulfuric acid is 1.84 kg/L and 1840 kg/m³. Thermophysical property tables and process documentation often work in kg/m³ while reagent data stays in g/cm³, and on a spreadsheet the two look similar enough that the decade slips silently.

Catalogue density used at reaction temperature

Solvent densities are tabulated near 20 °C, and a jacketed vessel at 60 or 80 °C holds noticeably less mass per liter. For a charge dispensed by volume the shortfall runs several percent for a light organic, and it lands directly on the stoichiometry. Use the density at the charging temperature, or dispense by mass and remove the question.

Bulk density used where true density belongs

Solids charged by volume behave as poured beds, so a kg/L figure taken from a hopper or a drum includes the void space between particles. That bulk value can be half the crystallographic density printed on the reagent data sheet. Neither number is wrong; they answer different questions, and which one applies depends on whether the vessel or the crystal defines the volume.

Frequently Asked Questions

Are g/cm³ and kg/L the same number?
Yes — exactly. The kilo prefix in the numerator (× 1000) cancels the milli prefix in the denominator (× 1000), leaving the density value unchanged.
Why is mercury so dense?
Mercury sits at 13.534 g/cm³ for two reasons: a high atomic mass (200.59 u) and the relativistic contraction of the 6s orbital that pulls the atomic radius in unusually tightly. The combination makes it the densest liquid element at room temperature.
Where does this conversion show up?
Gravimetric analysis routinely uses density to back-calculate volume from precipitate mass and confirm identity. Process-engineering mass charges from volumetric solvent dispensing also need this identity to land bench-side reagent data into the kg/L process-side calculation.