Calculating Natural Ventilation Rates

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Natural Ventilation Rate Calculator

Estimate Airflow and Air Changes per Hour (ACH)

Perpendicular Wind (0.5 – 0.6) Diagonal Wind (0.25 – 0.35)
Wind-Driven Airflow (Qw):
Stack Effect Airflow (Qs):
Total Combined Airflow:
Air Changes per Hour (ACH):

Understanding Natural Ventilation Calculations

Natural ventilation is the process of supplying and removing air through an indoor space by natural means, without using mechanical systems. Calculating the natural ventilation rate is critical for building design, ensuring thermal comfort, and maintaining healthy indoor air quality.

1. Wind-Driven Ventilation

This occurs when wind creates a pressure difference across a building. The formula used in this calculator is:

Qw = K × A × V

  • Qw: Airflow rate (m³/s)
  • K: Effectiveness of opening (typically 0.5 – 0.6 for perpendicular wind)
  • A: Free area of inlet opening (m²)
  • V: Wind speed (m/s)

2. The Stack Effect (Buoyancy-Driven)

The stack effect occurs due to the difference in air density caused by temperature variations between the inside and outside of a building. Hot air rises and escapes through upper openings, while cooler air is drawn in through lower openings.

Qs = Cd × A × √(2 × g × H × ΔT / Ti)

Our calculator simplifies this using the standard coefficient for architectural approximations: Qs = 0.65 × A × √(h × ΔT).

3. Air Changes per Hour (ACH)

ACH is a measure of how many times the entire volume of air in a room is replaced within one hour. For residential living rooms, an ACH of 0.35 to 2.0 is often targeted, while kitchens or high-occupancy areas may require much higher rates.

Practical Example

Imagine a room with a volume of 120 m³. You have a window open by 1.2 m². If the wind speed outside is 2.5 m/s (diagonal wind) and the temperature inside is 4°C warmer than outside:

  • Wind Ventilation: 0.3 × 1.2 × 2.5 = 0.9 m³/s (3240 m³/h)
  • Stack Ventilation: 0.65 × 1.2 × √(2m × 4°C) ≈ 2.2 m³/s
  • Combined: The calculation uses the square root of the sum of squares to account for simultaneous effects.
function calculateVentilation() { var A = parseFloat(document.getElementById("openingArea").value); var V = parseFloat(document.getElementById("windSpeed").value); var Vol = parseFloat(document.getElementById("roomVolume").value); var K = parseFloat(document.getElementById("effectiveness").value); var H = parseFloat(document.getElementById("heightDiff").value); var dT = parseFloat(document.getElementById("tempDiff").value); if (isNaN(A) || isNaN(V) || isNaN(Vol)) { alert("Please enter the basic required fields: Area, Wind Speed, and Room Volume."); return; } // 1. Wind-Driven Airflow (m3/s) var Qw_sec = K * A * V; var Qw_hour = Qw_sec * 3600; // 2. Stack Effect Airflow (m3/s) // Formula: Qs = Cd * A * sqrt(h * dT) approx var Qs_sec = 0; if (!isNaN(H) && !isNaN(dT) && H > 0 && dT > 0) { Qs_sec = 0.65 * A * Math.sqrt(H * dT); } var Qs_hour = Qs_sec * 3600; // 3. Combined Airflow (ASHRAE recommends root of sum of squares) var Q_total_sec = Math.sqrt(Math.pow(Qw_sec, 2) + Math.pow(Qs_sec, 2)); var Q_total_hour = Q_total_sec * 3600; // 4. ACH (Air Changes per Hour) var ACH = Q_total_hour / Vol; // Display Results document.getElementById("results").style.display = "block"; document.getElementById("windAirflow").innerHTML = Qw_hour.toFixed(2) + " m³/h"; document.getElementById("stackAirflow").innerHTML = Qs_hour.toFixed(2) + " m³/h"; document.getElementById("totalAirflow").innerHTML = Q_total_hour.toFixed(2) + " m³/h"; document.getElementById("achRate").innerHTML = ACH.toFixed(2) + " ACH"; // Smooth scroll to results document.getElementById("results").scrollIntoView({ behavior: 'smooth', block: 'nearest' }); }

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