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Why Low Cost Air Quality Sensors Give Inaccurate Readings

Updated · Standard formula, shown below

Corrected PM2.5 (est.) 35.0 µg/m³
Temperature
25 °C
You entered
Relative Humidity
50 %
You entered
Raw PM2.5 reading
35 µg/m³
You entered

Why Low Cost Air Quality Sensors Give Inaccurate Readings

Low-cost air quality sensors often give inaccurate readings because they use cheaper components and simpler algorithms than professional-grade instruments, leading to errors from humidity, particle size misclassification, and sensor drift. These sensors typically measure only a proxy for particulate matter (PM) and lack the calibration and temperature control needed for precise results. This article explains the main reasons behind their inaccuracy, what you can do to improve their reliability, and when their readings are still useful.

Formula

The correction formula used in the calculator is an empirical adjustment that accounts for humidity’s effect on low-cost optical sensors. It is expressed as:

Corrected PM2.5 = Raw PM2.5 / (1 + 0.2 × (Relative Humidity − 50) / 50)

Where:

  • Raw PM2.5 – the reading from the sensor (µg/m³)
  • Relative Humidity – the percentage of moisture in the air (0–100%)
  • Corrected PM2.5 – the estimated true PM2.5 concentration (µg/m³)

This formula is a simplified version of the correction factors used in research studies. It reduces the raw reading when humidity is above 50% because water droplets can be mistaken for particles. The factor 0.2 is a rough coefficient; real corrections depend on the sensor model and particle composition.

Worked Example

Suppose your low-cost sensor reports PM2.5 = 35 µg/m³ at a temperature of 25°C and 50% relative humidity. Using the formula:

Corrected = 35 / (1 + 0.2 × (50 − 50) / 50) = 35 / 1 = 35 µg/m³

At 50% humidity, the correction factor is 1, so the reading stays the same. Now, if the humidity is 70% (a typical humid day), the corrected value becomes:

Corrected = 35 / (1 + 0.2 × (70 − 50) / 50) = 35 / (1 + 0.08) = 32.4 µg/m³

So the sensor’s raw reading of 35 is reduced to about 32.4 µg/m³ to account for the humidity-induced overestimation.

Why Low-Cost Sensors Are Inaccurate

Low-cost air quality sensors (typically under $200) use a light-scattering technique: a fan pulls air past a small laser or LED, and a photodetector measures how much light is scattered by particles. The amount of scattered light is converted into a mass concentration (µg/m³). This method is fundamentally different from the reference method used by regulatory monitors, which collects particles on a filter and weighs them. The conversion from light scatter to mass is where many errors originate.

Key reasons for inaccuracy include:

  • Particle size misclassification: The sensor’s optics and algorithm assign a size to each particle based on the intensity of scattered light. But irregularly shaped particles or particles with different refractive indices (e.g., black carbon vs. salt) scatter light differently, causing misclassification. A sensor may call a 2.5 µm particle PM10 or vice versa.
  • Humidity effects: Water vapor condenses on particles, making them appear larger and heavier. This can inflate PM readings by 20–50% in humid conditions.
  • Sensor drift and aging: The laser diode and photodetector degrade over time, and dust accumulates on the optics, reducing sensitivity. Without calibration, readings can drift by 10–20% per year.
  • Temperature sensitivity: Electronics and optical components are sensitive to temperature. A sensor left in direct sunlight may read higher due to thermal noise.
  • Lack of calibration: Professional monitors are calibrated against a reference standard regularly. Low-cost sensors are often factory-calibrated once and never again. The calibration may be based on a specific particle type (e.g., Arizona road dust) that doesn’t match your local aerosol.
  • Sample flow rate variations: The fan that draws air into the sensor can slow down as it gets dirty, reducing the sample volume and skewing the concentration calculation.

How to Choose a More Accurate Low-Cost Sensor

Not all low-cost sensors are equal. When selecting one, look for:

  • Laser-based sensors rather than LED-based ones – they have better particle size discrimination.
  • Built-in temperature and humidity compensation – some models adjust readings automatically.
  • Field validation studies – check if the sensor has been compared to reference monitors in independent research (e.g., the EPA’s Air Sensor Guidebook).
  • User-calibration capability – some sensors allow you to apply a correction factor based on a collocation with a reference monitor.
  • Data logging and output – sensors that output raw counts (e.g., number of particles per size bin) allow you to apply your own corrections.

Common Problems and How to Mitigate Them

Even with a good sensor, you can encounter issues:

  • High humidity: If your sensor doesn’t compensate, place it in a location with moderate humidity and use a correction factor like the one above.
  • Direct sunlight: Mount the sensor in a shaded, well-ventilated area to avoid thermal errors.
  • Dust buildup: Clean the inlet and fan monthly with a soft brush or compressed air.
  • Intermittent readings: Some sensors only sample every few minutes. Ensure you take averages over 24 hours for a more stable estimate.
  • Wi-Fi interference: If your sensor is Wi-Fi enabled, keep it away from routers and microwaves to prevent data transmission errors.

Cost vs. Accuracy: What You Get for the Price

Here’s a rough comparison of sensor tiers (prices are approximate and vary by model):

  • Ultra-low-cost ($30–$80): Use a simple LED, no humidity correction, high uncertainty (±50% or more). Good for trend detection, not absolute values.
  • Mid-range ($80–$200): Use a laser, some have temperature/humidity sensors, but still lack calibration. Uncertainty ±30–50%.
  • Professional portable ($200–$1,000): Better optics, sometimes with a heated inlet to dry the air, but still not reference-grade. Uncertainty ±20–30%.
  • Reference-grade ($5,000+): Uses filter-based or tapered element oscillating microbalance (TEOM) methods, calibrated regularly, uncertainty <±10%.

For most home use, a mid-range laser sensor is a reasonable compromise. It can tell you whether air quality is good, moderate, or unhealthy, but don’t rely on it for exact numbers.

How to Improve the Accuracy of Your Existing Sensor

If you already own a low-cost sensor, you can take steps to get more reliable data:

  1. Collocate with a reference monitor: If you have access to an official monitoring station nearby, place your sensor next to it for a week. Compare the readings and calculate a linear regression to get a correction factor.
  2. Apply a humidity correction: Use the formula above or the sensor’s manual if it provides one.
  3. Take longer averages: Use 24-hour averages instead of instantaneous readings to smooth out noise.
  4. Clean the sensor regularly: Follow the manufacturer’s cleaning instructions.
  5. Keep a log of temperature and humidity: This helps you interpret anomalies.

Safety and Health Implications

Inaccurate readings can lead to either false alarm or false reassurance. If your sensor reads too high, you might unnecessarily avoid outdoor activities. If it reads too low, you might be exposed to harmful levels of PM2.5 without knowing. For example, during a wildfire, a low-cost sensor might show PM2.5 of 50 µg/m³ when the actual concentration is 150 µg/m³. That difference matters: 50 µg/m³ is considered “moderate� on the Air Quality Index, while 150 µg/m³ is “unhealthy.� So use low-cost sensors as a general guide, not a definitive health metric. If you have respiratory conditions, rely on official air quality advisories.

Alternatives to Low-Cost Sensors

If you need more accurate data for health or research purposes, consider:

  • Official monitoring stations: Check local air quality websites for real-time data from regulatory monitors.
  • Satellite data: NASA and other agencies provide global PM2.5 estimates, but they have coarse spatial resolution.
  • Portable reference monitors: Renting a professional-grade monitor for a short period can give you a baseline.
  • Filter-based samplers: You can collect particles on a filter and send it to a lab for analysis, but this is expensive and slow.

Frequently Asked Questions

Why does my sensor show a high reading when it’s foggy? Fog consists of tiny water droplets that scatter light similarly to particles. Many low-cost sensors can’t distinguish between water and solid particles, so they overestimate PM during fog or high humidity.

Can I calibrate my low-cost sensor myself? Yes, to some extent. You can compare your sensor’s readings to a nearby official monitor and create a linear correction (e.g., true = 0.8 × sensor + 5). This works best if you do it over several weeks to cover different conditions.

How often should I replace my sensor? Most low-cost sensors have a lifespan of 2–3 years before the laser or fan degrades significantly. If you notice readings becoming erratic or drifting upward, it may be time to replace it.

Are low-cost sensors useful at all? Yes, for relative trends. They can show when air quality is improving or worsening, and they can detect sudden events like smoke from a nearby fire. They are not accurate for absolute concentrations, but they are better than no data.

What is the difference between PM2.5 and PM10? PM2.5 refers to particles with a diameter of 2.5 micrometers or less, which can penetrate deep into the lungs. PM10 includes larger particles up to 10 micrometers. Low-cost sensors often misclassify between these sizes, so check whether your sensor reports both and how it distinguishes them.

Why does my sensor give different readings than my neighbor’s? Sensors can vary due to manufacturing differences, age, and local conditions (e.g., one is near a kitchen exhaust). Even two identical sensors placed side by side can differ by 10–20%.

Related

Formula used
in t | Temperature | °C | 25 | -40
in h | Relative Humidity | % | 50 | 0
in pm | Raw PM2.5 reading | µg/m³ | 35 | 0
out corrected | Corrected PM2.5 (est.) | µg/m³ | pm / (1 + 0.2 * (h - 50) / 50) | 1

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Method: the standard formula for this calculation, rounded as each result states. See how the calculators work or report an error.