Density Unit Converter

Density Unit Converter + Material Reference Table & Applications

You're comparing material specs from 2 different suppliers — one lists density in g/cm³, the other in lb/in³. Or you're sizing a linear actuator and need to know exactly how much that steel bracket weighs before you commit to a force rating. Either way, you need a fast, accurate density conversion. This calculator converts between all 5 common density units instantly, includes a material reference table for the most-used engineering materials, and walks you through the practical applications that actually matter.

What Is Density?

Density is how much mass is packed into a given volume. A block of steel is denser than the same-sized block of aluminium — it has more mass per unit of space.

Simple Explanation

Think of density like the difference between a suitcase packed with books and one packed with pillows. Same suitcase, wildly different weight. That's density at work — it tells you how "heavy" a material is for its size. Engineers use density every day to estimate part weights, compare materials, and make sure actuators, motors, and structures can handle the load.

Material Density Reference 0 9 1 2 3 4 5 6 7 8 Density (g/cm³) 8.96 Copper 7.85 Steel 2.70 Aluminium 1.05 ABS Plastic 1.00 Water ~2.9× denser ρ = mass / volume (kg/m³, g/cm³, lb/ft³)

Density Unit Converter

Material Quick-Fill

Converted Values

kg/m³
1000
g/cm³
1
lb/ft³
62.428
lb/in³
0.03613
oz/in³
0.5780

Material Density Reference Table

Material g/cm³ kg/m³ lb/in³
Steel (mild) 7.85 7850 0.2836
Aluminium 2.70 2700 0.0975
Copper 8.96 8960 0.3237
ABS Plastic 1.05 1050 0.0379
Nylon 1.14 1140 0.0412
Water 1.00 1000 0.0361

🎥 Video — Density Unit Converter

Density Unit Converter

How to Use This Calculator

The converter updates instantly — no button to press, no page reloads. Here's how to get your answer in seconds:

  1. Enter your density value in the input field. The default is 1 g/cm³ (the density of water), but type any number you need.
  2. Select your source unit from the dropdown — choose from g/cm³, kg/m³, lb/ft³, lb/in³, or oz/in³.
  3. Read all converted values instantly. Every result box updates live as you type or change units.
  4. Use the Material Quick-Fill buttons to load common material densities directly into the converter. Great when you're comparing materials for a project.
  5. Reference the table below for a side-by-side comparison of common engineering materials in 3 unit systems.

Density Unit Formula

Density unit conversion works by normalizing to a base unit (kg/m³), then converting to the target unit. The core relationship:

Valuetarget = Valueinput × (Factorinput / Factortarget)

Where each factor converts that unit to kg/m³:

Unit Symbol Factor to kg/m³
Kilogram per cubic metre kg/m³ 1
Gram per cubic centimetre g/cm³ 1000
Pound per cubic foot lb/ft³ 16.0185
Pound per cubic inch lb/in³ 27,679.9
Ounce per cubic inch oz/in³ 1,729.99

Simple Example

Convert 1 g/cm³ (water) to all units

Input: 1 g/cm³

Step 1 — Convert to base unit (kg/m³):
1 × 1000 = 1000 kg/m³

Step 2 — Convert to lb/ft³:
1000 / 16.0185 = 62.43 lb/ft³

Step 3 — Convert to lb/in³:
1000 / 27679.9 = 0.03613 lb/in³

Step 4 — Convert to oz/in³:
1000 / 1729.99 = 0.5780 oz/in³

Practical meaning: Water at 1 g/cm³ is the universal density benchmark. If a material datasheet says a polymer has a density of 1.05, you instantly know it's just barely denser than water — that's ABS plastic.

Engineering Applications

Steel vs. Aluminium — The Weight Trade-Off

Steel is about 2.9 times denser than aluminium. That ratio shows up everywhere in mechanical design. When you're building a bracket, a mounting plate, or a frame for a linear actuator system, swapping from mild steel (7.85 g/cm³) to aluminium (2.70 g/cm³) can cut the part weight by roughly two-thirds — assuming you redesign for the same stiffness. That's a massive win when your actuator has a fixed force budget.

Here's the real-world math. A steel bracket weighing 600 g can often be replaced with an aluminium bracket of the same stiffness at around 200 g. You'll need to make the aluminium part slightly thicker — aluminium's Young's modulus is about 1/3 that of steel — but the density advantage more than compensates. This is exactly why we see so much aluminium in actuator mounting hardware, robotic arms, and automated gate systems. Every gram you save on structure is a gram your actuator can use for payload.

Understanding g/cm³ and kg/L — They're the Same Number

This trips people up more often than it should. The units g/cm³ and kg/L are numerically identical. Water is 1.0 in both. The reason is simple — 1 cubic centimetre holds exactly 1 millilitre, and there are 1000 mL in a litre, 1000 g in a kilogram. The factors cancel perfectly. So when you see a material spec listed in g/cm³, you already know the kg/L value without any conversion. That saves you a step when calculating fluid volumes or estimating how much a reservoir of coolant or hydraulic fluid weighs.

This equivalence also makes g/cm³ the most intuitive density unit for quick mental math. Water is 1.0. Steel is about 7.85. Aluminium is 2.70. You can estimate relative weights in your head instantly.

lb/in³ in North American Material Specs

If you're sourcing materials in North America, you'll run into lb/in³ constantly. Steel is approximately 0.284 lb/in³ in this system. It looks like a tiny number, but remember — a cubic inch isn't much volume. This unit is standard on ASTM material datasheets, machining references, and supplier catalogs across the US and Canada.

The conversion matters most when you're calculating part weight from a CAD model. Your software might report volume in cubic inches (especially if you're working in imperial), and your material spec lists density in lb/in³. Multiply volume by density and you get weight directly in pounds. No intermediate conversions needed. That's clean, fast engineering.

For our actuator customers, this comes up when you're figuring out the total moving load — the part weight plus payload. If you know the volume of every component in your assembly and the density of each material, you can calculate the total force requirement before you ever build a prototype. That's how you pick the right actuator the first time instead of guessing and upgrading later.

Advanced Example

Actuator Load Calculation — Steel vs. Aluminium Bracket

You're designing a mounting bracket with a volume of 18.5 in³. You need to know the bracket weight in both steel and aluminium to determine which actuator model to specify.

Steel bracket:

Density of mild steel = 7.85 g/cm³
Convert to lb/in³: 7.85 × 1000 = 7850 kg/m³
7850 / 27679.9 = 0.2836 lb/in³

Weight = 18.5 in³ × 0.2836 lb/in³ = 5.25 lb (2.38 kg)

Aluminium bracket:

Density of aluminium = 2.70 g/cm³
Convert to lb/in³: 2.70 × 1000 = 2700 kg/m³
2700 / 27679.9 = 0.09754 lb/in³

Weight = 18.5 in³ × 0.09754 lb/in³ = 1.80 lb (0.82 kg)

Design interpretation:

The aluminium bracket saves 3.45 lb (1.56 kg) per bracket. If your system uses 4 brackets, that's 13.8 lb saved — easily the difference between needing a 35 lb force actuator and a 50 lb force actuator. At FIRGELLI, that might mean the difference between our standard and premium product lines. The aluminium option costs more per pound of material, but you save on actuator cost, power consumption, and system complexity. That's a smart trade-off.

Frequently Asked Questions

Are g/cm³ and kg/L really the same number? +

Yes — exactly the same. 1 cm³ = 1 mL, and 1000 mL = 1 L, so 1 g/cm³ = 1000 g/L = 1 kg/L. Water at 1.00 g/cm³ is also 1.00 kg/L. You can use either unit interchangeably without any conversion factor.

Does temperature affect density values? +

Absolutely. Materials expand when heated, so the same mass occupies more volume — lowering density. For metals at typical workshop temperatures (15–40°C), the change is small enough to ignore. For liquids and plastics over wider temperature ranges, it matters. The values in our reference table assume room temperature (around 20°C).

Why do North American specs use lb/in³ instead of kg/m³? +

It's the imperial system in action. Most US machining and manufacturing dimensions use inches, so expressing density in lb/in³ lets engineers multiply volume (in³) by density directly to get weight in pounds. No unit juggling. ASTM standards, material certifications, and supplier datasheets all follow this convention.

Can I use this converter for alloys and composite materials? +

Yes — the unit conversion works for any density value. Just enter the specific density of your alloy or composite from its datasheet. Keep in mind that alloy densities vary with composition. 6061 aluminium (2.70 g/cm³) and 7075 aluminium (2.81 g/cm³) are different enough to affect weight calculations on larger parts.

What's the most common mistake when using density in load calculations? +

Mixing unit systems. People multiply a volume in cubic centimetres by a density in lb/in³ and get nonsense. Always confirm both your volume and density use the same unit system before multiplying. This converter helps you get everything into matching units first.

How does density relate to choosing a linear actuator? +

Density determines part weight, and part weight determines the force your actuator needs. Multiply the volume of every component the actuator moves by its material density, add the payload, and you get the total load. That total load — plus a safety margin — is what drives your actuator force specification. Get the density wrong and you'll undersize your actuator.

When should I use a different approach instead of this converter? +

If you're working with porous materials like foams, sintered metals, or honeycomb structures, the "bulk density" differs significantly from the base material density. You'll need to account for porosity separately. Similarly, for fiber-reinforced composites, use the rule of mixtures rather than a single density value.

About the Author

Robbie Dickson — Chief Engineer & Founder, FIRGELLI Automations

Robbie Dickson brings over two decades of engineering expertise to FIRGELLI Automations. With a distinguished career at Rolls-Royce, BMW, and Ford, he has deep expertise in mechanical systems, actuator technology, and precision engineering.

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