PPM to mg/m³ Calculator
PPM to mg/m³ Conversion Reference Table (at 25°C, 1 atm)
This table shows representative PPM to mg/m³ conversions for common gases at standard conditions. Use the calculator above for precise conversions at any temperature.
| PPM Value | Gas (MW g/mol) | mg/m³ at 25°C |
|---|---|---|
| 0.1 | 28.01 (CO) | 0.115 |
| 0.5 | 46.01 (NO₂) | 0.941 |
| 1 | 64.07 (SO₂) | 2.620 |
| 5 | 48.00 (O₃) | 9.816 |
| 10 | 78.11 (C₆H₆) | 31.95 |
| 25 | 30.03 (CH₂O) | 30.71 |
| 50 | 17.03 (NH₃) | 34.83 |
| 100 | 34.08 (H₂S) | 139.4 |
| 200 | 28.01 (CO) | 229.1 |
| 420 | 44.01 (CO₂) | 756.0 |
| 1000 | 2.016 (H₂) | 82.45 |
| 5000 | 28.01 (CO) | 5,729 |
How to Use the PPM to mg/m³ Converter
The PPM to mg/m³ converter transforms gas-phase volumetric concentrations (parts per million) into mass-per-volume concentrations (milligrams per cubic meter). This conversion is essential for occupational health assessments, air quality monitoring, and regulatory compliance reporting.
Follow these steps to convert PPM to mg/m³:
- Enter the PPM concentration — type the volumetric gas concentration you want to convert.
- Enter the molecular weight — input the molecular weight (molar mass) of the specific gas or vapor in g/mol. Use a preset button for common gases like CO, NO₂, or ozone.
- Set the temperature — the default is 25°C (standard OSHA/NIOSH conditions). Adjust this if your measurement was taken at a different ambient temperature.
- Read the result — the mg/m³ value appears instantly, along with a step-by-step breakdown of the formula and arithmetic.
You can click any preset gas button to automatically fill in the molecular weight and a typical exposure concentration. The result updates in real time as you type, and you can copy it to your clipboard with one click.
How the PPM to mg/m³ Conversion Works
PPM (parts per million) is a dimensionless volumetric ratio: the number of gas molecules per million molecules of air. To express that same concentration as a mass per unit volume (mg/m³), you need the gas's molecular weight and the molar volume of air at the given temperature and pressure.
Where MW is the molecular weight in g/mol and 24.45 L/mol is the molar volume at 25°C and 1 atm.
The molar volume constant of 24.45 applies specifically at 25°C (298.15 K) and 1 atmosphere of pressure. At other temperatures, the molar volume is adjusted using the ideal gas law:
Where T is the ambient temperature in degrees Celsius.
Why molecular weight matters: Heavier gas molecules pack more mass into the same volume. A single PPM of sulfur dioxide (MW = 64.07) contains roughly 2.3× more mass per cubic meter than a single PPM of carbon monoxide (MW = 28.01). This is why the molecular weight of the target gas is a required input.
Accuracy considerations: The formula assumes ideal gas behavior, which is highly accurate for typical atmospheric concentrations at ambient temperatures and pressures. For very high pressures, extreme temperatures, or near-condensation conditions, real-gas corrections (such as the van der Waals equation) may be necessary.