At 0 °C and 1 atm, carbon dioxide gas has a density near 1.96 kg/m³.
People ask this because “STP” shows up everywhere: chemistry homework, lab reports, gas laws, flow meters, and unit conversions. The catch is that STP isn’t a single, universal pair of numbers. Different standards use slightly different pressures, and that small shift changes density.
This page gives you the density you came for, shows the two most common STP definitions side by side, and walks through a clean calculation you can reuse. You’ll also get a practical cheat sheet so you don’t get tripped up by units or mixed standards.
What Is The Density Of Carbon Dioxide At STP? In Standard Lab Terms
If someone says “CO2 density at STP” with no extra details, they usually mean one of these:
- 0 °C and 1 atm (older chemistry usage, still common in textbooks and classrooms)
- 0 °C and 1 bar (IUPAC-recommended “standard conditions for gases”)
Under the ideal gas model, density follows a simple rule: same gas, same temperature, higher pressure means higher density. Since 1 atm is a bit higher than 1 bar, the 1 atm density comes out a bit higher too.
What STP Means When You’re Doing The Math
STP is a reference point. It lets you compare measurements made in different places or on different days. With gases, temperature and pressure change volume a lot, so a shared reference condition keeps numbers consistent.
Two STP Definitions You’ll See In The Wild
Here’s the practical way to treat STP when you read a problem set, a lab handout, or a spec sheet:
- If the source is chemistry-standards oriented, STP often means 273.15 K and 105 Pa (1 bar). The IUPAC Gold Book’s entry on STP points to 273.15 K and 105 Pa and notes the shift away from 1 atm.
- If the source is a classroom or older reference, STP often means 273.15 K and 1 atm (101,325 Pa).
If you’re writing something others will cite, don’t write “STP” alone. Write the numbers: 273.15 K, 1 atm or 273.15 K, 1 bar. It saves headaches.
CO2 Density At STP In The Units People Actually Use
At STP, CO2 is far from its condensation point, so the ideal gas law gives a clean, classroom-grade value that matches most practical needs.
Density At 0 °C And 1 atm
1.963 kg/m³ (same as 1.963 g/L)
Density At 0 °C And 1 bar
1.938 kg/m³ (same as 1.938 g/L)
Quick Conversions That Prevent Unit Slip-Ups
- 1 kg/m³ = 1 g/L (these are equal because 1 m³ = 1000 L)
- 1 g/L = 1 mg/mL (handy in some lab contexts)
- kg/m³ to g/m³: multiply by 1000
So if you see a sensor spec or ventilation worksheet using mg/m³, you can move between the forms fast. At 0 °C and 1 atm, 1.963 kg/m³ is 1,963,000 mg/m³.
How The Density Is Calculated From First Principles
The clean starting point is the ideal gas law: PV = nRT. Density is mass divided by volume, so we swap in moles and molar mass.
The Formula You Want
ρ = (P × M) / (R × T)
ρis density (kg/m³)Pis absolute pressure (Pa)Mis molar mass (kg/mol)Ris the gas constant (8.314462618 J/mol·K)Tis temperature (K)
Plugging In The Numbers For CO2
You need the molar mass of carbon dioxide. NIST lists CO2 with molecular weight 44.0095, which is 0.0440095 kg/mol. See the NIST Chemistry WebBook entry for carbon dioxide for that value.
Now set temperature to 273.15 K (0 °C). Then pick your pressure based on which STP you mean.
Case A: 1 atm (101,325 Pa)
ρ = (101325 × 0.0440095) / (8.314462618 × 273.15)
The result is 1.963 kg/m³ (rounded to three decimals).
Case B: 1 bar (100,000 Pa)
ρ = (100000 × 0.0440095) / (8.314462618 × 273.15)
The result is 1.938 kg/m³ (rounded to three decimals).
That’s the full story: same gas, same temperature, slightly different pressure reference, slightly different density.
Reference Densities For CO2 Under Common “Standard” Conditions
People often say “standard conditions” when they really mean “a named set of reference T and P.” This table helps you map those names to the density you should use.
| Named Condition (Dry Gas) | CO2 Density (kg/m³) | What This Is Used For |
|---|---|---|
| STP (0 °C, 1 atm) | 1.963 | Older chemistry references and many classroom problems |
| STP (0 °C, 1 bar) | 1.938 | Standards-aligned reporting that follows 105 Pa |
| 15 °C, 1 atm | 1.857 | Some gas-volume reporting and instrument conventions |
| 20 °C, 1 atm | 1.842 | Common “normal” lab-room reference point in practice |
| 25 °C, 1 atm | 1.799 | Room-temperature conversions and many worksheet problems |
| 25 °C, 1 bar | 1.775 | Metric reference pressure at room temperature |
| 0 °C, 100 kPa | 1.938 | Same as 1 bar STP, written in kPa |
| 0 °C, 101.325 kPa | 1.963 | Same as 1 atm STP, written in kPa |
All values above come from the ideal gas equation using CO2 molar mass 44.0095 g/mol and the stated temperature and pressure. For most school, lab-report, and engineering back-of-the-envelope use, that level of precision is enough.
Is The Ideal Gas Value “Close Enough” For CO2 At STP?
At 0 °C and around 1 bar, carbon dioxide behaves close to an ideal gas. Real-gas corrections exist, and high-accuracy work can use compressibility factors or an equation of state. Still, at STP, the ideal-gas density is the value most people expect and the one most worksheets, calculators, and data tables are built around.
If you’re converting between volume and mass for calibration, ventilation math, or coursework, stick with the ideal-gas density unless your instructions say to use a real-gas model. If you’re working near high pressures, near phase change, or you’re chasing tiny measurement uncertainty, then it’s time to move beyond STP shortcuts.
Common Mistakes That Change The Density
Most “wrong” answers come from mixing standards or dropping a unit. These are the traps that show up again and again.
Mixing 1 atm And 1 bar Without Saying Which One
Calling both of them “STP” is normal in casual talk, but the density changes from 1.938 to 1.963 kg/m³. If someone is checking your work, they may treat that as an error, not a rounding choice.
Using Gauge Pressure Instead Of Absolute Pressure
The ideal gas law uses absolute pressure. If a device reads 0 bar gauge, the absolute pressure is still about 1 bar. If you plug 0 into the equation, the math collapses.
Using Celsius Inside The Equation
Temperature must be in kelvin. For STP, 0 °C = 273.15 K. If you use 0, you’ll divide by zero and get nonsense.
Rounding Molar Mass Too Hard
Many notes use 44 g/mol for CO2. That’s fine for quick work, yet if you’re trying to match a posted answer that used 44.0095 g/mol, your value will drift a bit. Pick one and stick with it across the full calculation.
Forgetting What “Dry Gas” Implies
Density tables often assume dry gas. If CO2 is mixed with water vapor, the mixture density changes. In humid air, you also have a blend of gases, not pure CO2. If your question is about pure carbon dioxide, treat it as pure unless it states a mixture.
Where This Density Gets Used Outside Homework
Density is the bridge between “how much space” and “how much mass.” Once you have it, you can hop between common reporting formats.
Converting A Volume Of CO2 Into A Mass
If you have a tank purge volume, a gas bag volume, or a flow total, density lets you convert volume to mass:
- Mass = Density × Volume
At 0 °C and 1 atm, 1 m³ of CO2 is about 1.963 kg. At the same temperature and 1 bar, it’s about 1.938 kg.
Converting Mass Back To Volume
If a process log reports kilograms of CO2, you can get the corresponding STP volume:
- Volume = Mass ÷ Density
At 0 °C and 1 atm, 1 kg of CO2 occupies about 0.509 m³. Written in liters, that’s about 509 L.
Sanity-Checking A Moles-Based Answer
Many chemistry tasks start in moles. Density gives you a fast reality check. One mole of CO2 has a mass of 44.0095 g. At 0 °C and 1 atm, one mole takes about 22.414 L, which matches the 1.963 g/L density you saw above.
CO2 At STP Conversion Cheat Sheet
Use this when you want a clean conversion without redoing the full algebra each time. Pick the row that matches your STP definition.
| If You’re Using | Then 1 L Of CO2 Equals | And 1 m³ Of CO2 Equals |
|---|---|---|
| 0 °C, 1 atm | 1.963 g | 1.963 kg |
| 0 °C, 1 bar | 1.938 g | 1.938 kg |
| 15 °C, 1 atm | 1.857 g | 1.857 kg |
| 20 °C, 1 atm | 1.842 g | 1.842 kg |
| 25 °C, 1 atm | 1.799 g | 1.799 kg |
| 25 °C, 1 bar | 1.775 g | 1.775 kg |
If you need one single number and you know your class or lab uses 1 atm for STP, stick with 1.963 g/L. If your reporting standard uses 1 bar, stick with 1.938 g/L.
A Quick Checklist Before You Quote A CO2 Density
This is the fast set of checks that keeps your final line clean and defensible:
- Write the STP pair: 0 °C and 1 atm, or 0 °C and 1 bar.
- Stay in kelvin inside the equation: 273.15 K for 0 °C.
- Use absolute pressure, not gauge pressure.
- Match your units: Pa with
R = 8.314462618gives kg/m³ when molar mass is in kg/mol. - Round at the end, not at every step.
- If someone else will reuse the number, give both kg/m³ and g/L since they’re equal.
Once those boxes are checked, you can state the density with confidence and move on with the rest of the problem.
References & Sources
- IUPAC Gold Book.“STP.”Defines STP as 273.15 K and 10^5 Pa and notes the move away from 1 atm as the standard pressure.
- NIST Chemistry WebBook.“Carbon dioxide (CO2).”Lists the molecular weight (molar mass) used to compute CO2 density from the ideal gas equation.