Physics

Specific Gravity Calculator

Find how many times denser a substance is than water.


Specific Gravity Calculator

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Find a substance’s specific gravity — how many times denser it is than water, the reference every material scientist and geologist compares density against.

How it works

Specific gravity is a substance’s density divided by water’s: SG = density ÷ 1 g/cm³. Because it’s a ratio of two densities, it has no unit — a specific gravity of 2 simply means “twice as dense as water.”

What this does not include

This uses water’s density at 4°C (1 g/cm³) as the fixed reference, the standard convention. It doesn’t account for the substance’s own temperature, which can shift its actual density slightly from a textbook value.

How to use this calculator

  1. Enter the substance’s density in g/cm³.
  2. Read off the specific gravity.

A worked example

A substance with density 1.5 g/mL: specific gravity = 1.5 ÷ 1 (water’s density) = 1.5 — it would sink in water.

Mercury at 13.6 g/mL: specific gravity = 13.6 — over 13 times denser than water.

What the variables mean

Variable Meaning
Density The substance’s density, in grams per milliliter

Edge cases worth knowing

Specific gravity is dimensionless, unlike density. Since water’s density is defined as 1 g/mL, specific gravity works out numerically identical to density in g/mL — but as a pure ratio, it has no units at all.

A specific gravity below 1 means the substance floats in water, while above 1 means it sinks — a quick, unit-independent way to compare buoyancy across substances.

Why does mercury have such a high specific gravity?

Mercury is about 13.6 times denser than water because it’s a heavy metal — its atoms pack far more mass into the same volume than water’s light hydrogen and oxygen molecules do.

What does a specific gravity under 1 mean?

The substance is less dense than water and would float — ice, at about 0.92, is a familiar example.

Is specific gravity the same as density?

No — density has units (like g/cm³) and depends on the measurement system used; specific gravity is a unitless ratio to water, so it reads the same regardless of which unit system the original density was measured in.

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Written by

R. Solano

Physics writer

R. Solano writes the physics calculators, spanning mechanics, electricity, optics and thermodynamics. Each page names the physical model it uses and the conditions under which that model holds — ideal gas, no air resistance, small-angle approximation — because a physics result without its assumptions is a number without a meaning. Formulas are given in symbols first, then in the calculator.

Reviewed by

V. Kowalski

Calculator reviewer — physics and engineering

V. Kowalski reviews the physics and engineering calculators, checking that each page states the physical model it assumes and that the stated model matches the formula actually implemented. Review covers unit consistency throughout a calculation and whether approximations are flagged where the underlying physics is more complicated than the formula suggests.

How we write and review

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