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CFM Calculator

A 12 by 15 ft room with an 8 ft ceiling at 6 ACH needs 144 CFM. This CFM calculator uses the air changes per hour method for a simple rectangular room. Enter the room length, width, ceiling height, and target ACH to estimate the airflow a fan, grille, or ventilation run should move.

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Quick answer

CFM means cubic feet per minute of airflow.

Choose the unit that matches the room measurements you will enter below.

ft

Measure the inside room length, not the exterior wall line.

ft
ft
ACH

Enter the ACH target from your plan, standard, or equipment requirement.

This form uses the ACH method for one simple rectangular room. It estimates room airflow only and does not add duct friction, filter pressure drop, or equipment safety factors.

What this tells you

  • CFM means cubic feet per minute of airflow.
  • ACH means how many times the full room air volume is replaced each hour.
  • The calculator finds room volume first, then divides the hourly airflow target across 60 minutes.
  • This is a room-airflow estimate, not a full duct or equipment sizing method.

How to Use

  1. 1Choose whether your room dimensions are in feet or meters.
  2. 2Enter the inside length, width, and ceiling height of the room.
  3. 3Enter the target air changes per hour for the space.
  4. 4Calculate to see the required airflow in CFM, plus room volume in cubic feet and cubic meters.

How It Works

Formula

Room Volume = Length x Width x Height CFM = Room Volume x ACH / 60 Metric inputs are converted to feet before the airflow step

The calculator converts your chosen room dimensions to feet when needed, multiplies length, width, and ceiling height to get room volume, then multiplies by the target air changes per hour. Dividing by 60 minutes gives the airflow needed each minute to reach that ACH in a rectangular room.

Calculation note: values are processed in the order shown above, using the current input units.

Worked Examples

12 by 15 ft bedroom at 6 ACH

Length12 ft
Width15 ft
Ceiling height8 ft
A C H6
Result144 CFM

Room volume = 12 x 15 x 8 = 1,440 cubic feet. Airflow = 1,440 x 6 / 60 = 144 CFM.

4 by 5 by 2.4 m studio at 6 ACH

Length4 m
Width5 m
Ceiling height2.4 m
A C H6
Result169.51 CFM and 4.8 m3/min

A 4 x 5 x 2.4 meter room has a volume of 48 cubic meters. At 6 air changes per hour, that becomes 288 cubic meters per hour, which is 4.8 cubic meters per minute or about 169.51 CFM.

20 by 24 ft garage at 8 ACH

Length20 ft
Width24 ft
Ceiling height10 ft
A C H8
Result640 CFM

Room volume = 20 x 24 x 10 = 4,800 cubic feet. Airflow = 4,800 x 8 / 60 = 640 CFM.

Common mistakes

  • Using floor area instead of room volume. CFM from ACH needs length, width, and height.
  • Entering metric dimensions while the calculator is still set to feet, or the reverse.
  • Using outside building dimensions instead of the inside air volume you want to condition or ventilate.
  • Treating the ACH result as final equipment sizing without checking static pressure, duct losses, filters, or heat load.

Frequently Asked Questions

Multiply room volume by the target air changes per hour, then divide by 60. A 1,440 cubic foot room at 6 ACH needs 144 CFM.
CFM means cubic feet per minute. It is the airflow rate moving through a fan, duct, grille, or vent each minute.
Yes. Select meters, enter the room dimensions in meters, and the calculator will convert them before finding the airflow. It also shows room volume in cubic meters and airflow in cubic meters per minute.
No. ACH-based CFM is a ventilation method for room airflow. Final equipment sizing also needs heat gain and loss, static pressure, duct layout, and the system details for the job.
Use the inside dimensions of the air volume you want to serve. Outside wall dimensions can overstate the room volume and push the airflow estimate too high.
Use the target from your plan, product guidance, or local standard. Different rooms can use very different ACH targets, so this calculator works best when you already know the design number you want to test.
It estimates cfm calculator outputs using the visible inputs and formula assumptions on this page.

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