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Duct Noise Calculator - Measure Regenerated, Breakout, and Final Noise

Last updated: 11 Apr 2025 | Author: Brij | Review By: Irshad
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Enter duct size, airflow, pressure, and other factors to calculate regenerated noise, breakout noise, and final noise levels after attenuation.

dB
CFM
in. wg
ft
Noise Calculation Results
Quiet (30 dB) Loud (70 dB)
Moderate noise level

Noise Level Interpretation

Final Noise Level Description
< 40 dB Very Quiet (Library)
40–50 dB Quiet (Office)
50–60 dB Moderate (Conversation)
> 60 dB Loud (Difficult to Talk)

Duct noise can significantly affect indoor comfort, especially in HVAC systems. This calculator helps you estimate the Regenerated Noise, Breakout Noise, and Final Noise Level from ductwork based on airflow, pressure, duct size, and more.

What is Duct Noise?

Duct noise refers to the sound created by the movement of air through ventilation ducts. It comes from various sources:

  • Fan-generated noise
  • Air turbulence inside the duct
  • Breakout noise (sound radiating out of the duct walls)

Our calculator uses standard formulas to estimate noise levels at a given distance with/without duct lining.

Inputs Used in the Calculator

  • Fan Noise Level (dB)
  • Airflow Rate (CFM)
  • Static Pressure (in. wg)
  • Duct Size (inches)
  • Duct Shape (Round or Rectangular)
  • Distance from Duct (feet)
  • Duct Lining Type (None, Standard, Premium, Double Layer)

Formulas Used

1. Duct Area Calculation

Round Duct:

Arearound=π×(D24)2\text{Area}_{\text{round}} = \pi \times \left(\frac{D}{24}\right)^2Arearound​=π×(24D​)2

Rectangular Duct (Assumed square):

Arearect=(D12)2\text{Area}_{\text{rect}} = \left(\frac{D}{12}\right)^2Arearect​=(12D​)2

2. Regenerated Noise Calculation

Regenerated Noise=Fan Noise+10⋅log⁡10(Airflow)+50⋅log⁡10(Pressure)−20⋅log⁡10(Area)\text{Regenerated Noise} = \text{Fan Noise} + 10 \cdot \log_{10}(\text{Airflow}) + 50 \cdot \log_{10}(\text{Pressure}) - 20 \cdot \log_{10}(\text{Area})Regenerated Noise=Fan Noise+10⋅log10​(Airflow)+50⋅log10​(Pressure)−20⋅log10​(Area)

3. Breakout Noise Calculation

Breakout Noise=Regenerated Noise−10⋅log⁡10(P⋅D)+10⋅log⁡10(d2πd2)−Δ\text{Breakout Noise} = \text{Regenerated Noise} - 10 \cdot \log_{10}(P \cdot D) + 10 \cdot \log_{10}\left(\frac{d}{2 \pi d^2}\right) - \DeltaBreakout Noise=Regenerated Noise−10⋅log10​(P⋅D)+10⋅log10​(2πd2d​)−Δ

Where:

  • PPP = Duct Perimeter (in feet)
  • DDD = Distance from Duct (in feet)
  • ddd = Duct Diameter (in feet)
  • Δ\DeltaΔ = 3 dB if lining is used, otherwise 0

4. Attenuation from Duct Lining

Attenuation=1.5⋅α⋅(PA)⋅D\text{Attenuation} = 1.5 \cdot \alpha \cdot \left(\frac{P}{A}\right) \cdot DAttenuation=1.5⋅α⋅(AP​)⋅D

Where:

  • α\alphaα = Absorption coefficient of lining
  • PPP = Perimeter
  • AAA = Area
  • DDD = Distance from duct

5. Final Noise Level

Final Noise=Breakout Noise−Attenuation\text{Final Noise} = \text{Breakout Noise} - \text{Attenuation}Final Noise=Breakout Noise−Attenuation

Example Calculation

Let’s calculate the duct noise using these values:

  • Fan Noise = 40 dB
  • Airflow = 2000 CFM
  • Pressure = 1.5 in. wg
  • Duct Size = 24 inches (round)
  • Distance = 10 ft
  • Lining = Standard (α = 0.1)

Step 1: Area of Duct

For a round duct with a diameter of 24 inches:

Area = π × (D / 24)²  

Area = π × (24 / 24)²  

Area = π × 1²  

Area = 3.1416 ft²

Step 2: Regenerated Noise

Regenerated Noise = 40 + 10 × log₁₀(2000) + 50 × log₁₀(1.5) - 20 × log₁₀(3.1416)  

≈ 40 + 33.01 + 8.75 - 9.96  

≈ 71.80 dB

Step 3: Breakout Noise

Assume:

  • Duct is round → Perimeter = π × (24 / 12) = 3.1416 × 2 = 6.2832 ft
  • Distance = 10 ft
  • Diameter = 2 ft
  • Lining = Standard → Subtract 3 dB

Breakout Noise=71.80−10×log⁡10(6.2832×10)+10×log⁡10(22×π×102)−3\text{Breakout Noise} = 71.80 - 10 \times \log_{10}(6.2832 \times 10) + 10 \times \log_{10}\left(\frac{2}{2 \times \pi \times 10^2}\right) - 3Breakout Noise=71.80−10×log10​(6.2832×10)+10×log10​(2×π×1022​)−3

Breakout Noise=71.80−10×log⁡10(62.83)+10×log⁡10(26.2832×100)−3\text{Breakout Noise} = 71.80 - 10 \times \log_{10}(62.83) + 10 \times \log_{10}\left(\frac{2}{6.2832 \times 100}\right) - 3Breakout Noise=71.80−10×log10​(62.83)+10×log10​(6.2832×1002​)−3

Breakout Noise=71.80−17.98+(−15.99)−3\text{Breakout Noise} = 71.80 - 17.98 + (-15.99) - 3Breakout Noise=71.80−17.98+(−15.99)−3

Breakout Noise≈34.83 dB\text{Breakout Noise} \approx 34.83 \text{ dB}Breakout Noise≈34.83 dB

Step 4: Final Noise Level

Attenuation:

Attenuation=1.5×0.1×(6.2832/3.1416)×10\text{Attenuation} = 1.5 \times 0.1 \times (6.2832 / 3.1416) \times 10Attenuation=1.5×0.1×(6.2832/3.1416)×10

Attenuation=1.5×0.1×2×10=3 dB\text{Attenuation} = 1.5 \times 0.1 \times 2 \times 10 = 3 \text{ dB}Attenuation=1.5×0.1×2×10=3 dB

Final Noise Level:

Final=34.83−3=31.83 dB\text{Final} = 34.83 - 3 = 31.83 \text{ dB}Final=34.83−3=31.83 dB

Try It Yourself

Use our interactive Duct Noise Calculator to estimate noise levels in your HVAC system and select the right duct and lining to maintain comfort in your space

Duct Noise Calculator - Measure Regenerated, Breakout, and Final Noise

Check out 1 similar Duct Noise Calculator - Measure Regenerated, Breakout, and Final Noise :

Duct Noise Calculator - Measure Regenerated, Breakout, and Final Noise

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