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HVAC Duct Sizing Calculation Guide

Complete guide to HVAC duct sizing using SMACNA and ASHRAE standards. Learn equal friction method, velocity method, and duct design best practices for optimal air distribution.

Robert Anderson, P.E., LEED AP
Robert Anderson, P.E., LEED AP is a licensed Mechanical Engineer with 18+ years of experience in HVAC system design and air distribution. He holds an M.S. in Mechanical Engineering from Purdue University and has designed ductwork systems for hospitals, data centers, and commercial buildings. Robert is a member of ASHRAE and SMACNA, and regularly presents at ASHRAE conferences on duct design optimization and energy efficiency.
Reviewed by ASHRAE-Certified HVAC Engineers with SMACNA Design Certification
Published: October 18, 2025
Updated: November 30, 2025

HVAC Duct Sizing Guide

Quick AnswerHow do you size HVAC ducts?
Size ducts using equal friction method. Formula: D = 1.3 × √(Q/V). Standard velocities: residential 4-6 m/s, office 5-8 m/s, industrial 8-15 m/s.
Example

For 1000 CFM (472 L/s) at 0.1 in.wg/100ft (0.82 Pa/m) friction rate, use 14" (355mm) round duct.

Introduction

HVAC duct sizing is essential for efficient air distribution, optimal system performance, and occupant comfort. Proper sizing ensures balanced airflow delivery while minimizing energy consumption. Our calculations follow industry-standard SMACNA and ASHRAE methodologies validated by mechanical engineers.

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Duct sizing balances airflow requirements, velocity limits, and pressure drop to ensure adequate air delivery while minimizing energy consumption and noise. The equal friction method maintains a constant friction rate throughout the duct system, ensuring self-balancing airflow distribution by varying duct size and velocity with airflow.

Why This Calculation Matters

Accurate duct sizing is crucial for:

  • Energy Efficiency: Minimizing fan energy consumption by optimizing duct sizes for low pressure drop.
  • Noise Control: Maintaining appropriate velocities to meet noise criteria (NC ratings) for different spaces.
  • Air Distribution: Ensuring balanced airflow to all zones without requiring excessive damper adjustments.
  • Installation Economy: Selecting optimal duct sizes that balance material costs with system performance.

The Fundamental Challenge

The primary challenge in duct sizing lies in balancing multiple, often competing requirements: adequate airflow capacity, acceptable velocity for noise control, reasonable pressure drop for fan sizing, and practical duct dimensions that fit available building space. The equal friction method simplifies this by maintaining constant friction rate throughout the system, but engineers must still verify velocities against noise criteria and ensure duct dimensions fit architectural constraints. Additionally, rectangular duct aspect ratios significantly impact friction loss—ratios above 4:1 dramatically increase pressure drop—and altitude affects air density, requiring corrections for installations above 500m elevation.

What You'll Learn

In this comprehensive guide, you will learn:

  • The equal friction method and velocity method for duct sizing.
  • How to calculate duct sizes for both circular and rectangular ducts.
  • Equivalent diameter formulas for comparing rectangular to circular ducts.
  • Velocity limits and noise criteria for different applications.
  • Step-by-step examples to confidently size ductwork per SMACNA and ASHRAE standards.

Quick Answer: How Do You Size HVAC Ducts?

HVAC duct sizing balances airflow requirements, velocity limits, and pressure drop. The most common method is the equal friction method, maintaining constant friction rate (0.8-1.2 Pa/m) throughout the system.

Sizing Methods

MethodDescriptionBest For
Equal FrictionMaintain constant friction rate 0.8-1.2 Pa/m throughout systemMost common, self-balancing systems
Velocity MethodSet maximum velocity based on applicationSmall systems, simple layouts
Static RegainMaintain constant static pressureLarge systems, long runs

Duct Size Formulas

Duct ShapeFormulaNotes
CircularD=4AπwhereA=QvD = \sqrt{\frac{4A}{\pi}} where A = \frac{Q}{v}Most efficient, lowest friction
RectangularDe=1.30×(a×b)0.625(a+b)0.25D_e = 1.30 \times \frac{(a \times b)^{0.625}}{(a+b)^{0.25}}Equivalent diameter for calculations

Where:

  • DD = Diameter (m)
  • AA = Cross-sectional area (m2\text{m}^2)
  • QQ = Airflow (m3/s\text{m}^3/\text{s})
  • vv = Air velocity (m/s)
  • a,ba, b = Rectangular dimensions (m)

Reference Table

ParameterTypical RangeStandard
Friction Rate (Low-velocity)0.8 Pa/mSMACNA
Friction Rate (Standard)1.0 Pa/mSMACNA
Friction Rate (High-velocity)1.2 Pa/mSMACNA
Velocity (Residential)4-6 m/sASHRAE
Velocity (Office)5-8 m/sASHRAE
Velocity (Industrial)8-15 m/sASHRAE
Aspect Ratio (Rectangular)<4:1ASHRAE

Key Standards

Worked Example

Office Supply Duct: 5,000 m³/h

Given:

  • Airflow: 5,000 m³/h
  • Application: Office
  • Friction rate: 1.0 Pa/m
  • Method: Velocity method

Step 1: Select Target Velocity

  • Office range: 5-8 m/s
  • Target: 6.5 m/s (midpoint)

Step 2: Calculate Required Area

A=Qv=5000/36006.5=0.214 m2A = \frac{Q}{v} = \frac{5000/3600}{6.5} = 0.214 \text{ m}^2

Step 3: Calculate Diameter

D=4×0.214π=522 mmD = \sqrt{\frac{4 \times 0.214}{\pi}} = 522 \text{ mm}

Step 4: Select Standard Size

  • Selected: 560 mm (22") - Always round UP to standard SMACNA size
  • Actual velocity: 5.64 m/s ✔
  • Actual friction: 0.33 Pa/m ✔

Result: Use 560 mm (22") circular duct

Standards Reference

SMACNA HVAC Systems Duct Design 4th Ed. & ASHRAE Fundamentals Ch. 21

  • Always round UP to standard sizes
  • Maintain rectangular aspect ratio < 4:1
  • Verify velocity and friction after sizing

What is Duct Sizing?

Duct sizing is the process of determining the optimal dimensions of air supply distribution ducts in HVAC systems. Proper duct sizing ensures:

  • Adequate airflow to all spaces
  • Acceptable airflow velocity (noise control)
  • Minimum friction loss (energy efficiency)
  • Balanced system performance
  • Cost-effective installation

Why Proper Duct Sizing Matters

Correctly sized ductwork is critical for several reasons:

  • Energy Performance: Undersized ducts increase friction loss, requiring larger fans and consuming more energy. Studies show that improper duct sizing can increase HVAC energy consumption by 20-30%.

  • Noise Control: High atmosphere velocities generate excessive noise through turbulence and ventilation air friction. Residential systems require velocities below 900 ft/min (4.5 m/s) to maintain acceptable noise levels.

  • Comfort: Inadequate airflow to rooms causes heat stratification and poor fresh air distribution, leading to occupant complaints.

  • System Balance: Properly sized branch ducts ensure correct air supply distribution without excessive balancing damper adjustments.

  • Equipment Life: Oversized ductwork reduces airflow velocity, causing inadequate heat transfer and potential freeze-ups in cooling coils.

Duct Sizing Methods

1. Equal Friction Method (Most Common)

The equal friction method maintains constant friction rate (stress drop per unit length) throughout the duct arrangement.

Principle: Friction rate remains constant (typically 0.8-1.2 Pa/m or 0.08-0.12 in.wg/100ft), while duct size and velocity vary with airflow.

Advantages:

  • Simple to apply
  • Self-balancing (load drop is same on all branches)
  • Minimizes total mechanism pressure value drop
  • Industry standard for most applications

Typical Friction Rates:

  • Low velocity systems: 0.8 Pa/m (0.08 in.wg/100ft) - Libraries, bedrooms, quiet spaces
  • Standard systems: 1.0 Pa/m (0.10 in.wg/100ft) - Offices, commercial buildings
  • High velocity systems: 1.2 Pa/m (0.12 in.wg/100ft) - Industrial applications
Equal Friction Rate Guidelines
Standard friction rates for different HVAC system types per SMACNA
Equal friction method maintains constant pressure drop per unit length, ensuring self-balancing.

Equal Friction Sizing:

ΔPL=f×ρv22D=constant\frac{\Delta P}{L} = f \times \frac{\rho v^2}{2D} = constant

Where:

  • ΔP/L = friction rate (Pa/m)
  • ff = friction factor (dimensionless)
  • ρ\rho = atmosphere density (kg/m3\text{kg/m}^3)
  • vv = ventilation air velocity (m/s)
  • DD = hydraulic diameter (m)

2. Velocity Method

The velocity method maintains target velocity in main ducts, typically used for simple systems.

Principle: Set maximum velocity based on application type, then size ducts to achieve that velocity at design airflow.

Recommended Main Duct Velocities:

ApplicationMain Duct (m/s)Main Duct (ft/min)Branch Duct (m/s)Branch Duct (ft/min)
Residential4-6800-12003-5600-1000
Office5-81000-16004-6800-1200
Public Buildings6-101200-20004-7800-1400
Industrial8-151600-30006-121200-2400
Recommended Duct Velocities
Maximum duct velocities by application type per ASHRAE guidelines
Higher velocity = smaller ducts but more noise. Balance cost vs. comfort.

3. Static Regain Method

Advanced method used for VAV systems and high-velocity applications.

Principle: Maintain constant static installation pressure at each branch takeoff by converting velocity power to static force through duct expansion.

Applications: Large commercial buildings, VAV systems, long duct runs with multiple branches.

Duct Shapes and Equivalent Diameter

Circular Ducts

Circular ducts offer the lowest friction loss per unit area and are preferred for stress effectiveness.

Circular Duct Area:

A=πD24A = \frac{\pi D^2}{4}

Where D = duct diameter (m)

Advantages:

  • Lowest friction loss
  • Best strength-to-weight ratio
  • Easy to insulate
  • Self-supporting for long runs

Disadvantages:

  • Require more vertical space
  • Less aesthetic in exposed applications
  • Limited size availability above 1600mm

Rectangular Ducts

Rectangular ducts fit better in building spaces but have higher friction loss.

Rectangular Duct Equivalent Diameter:

De=1.30×(a×b)0.625(a+b)0.25D_e = 1.30 \times \frac{(a \times b)^{0.625}}{(a + b)^{0.25}}

Where:

  • DeDe = equivalent circular diameter (mm)
  • aa = duct width (mm)
  • bb = duct height (mm)

Aspect Ratio Guidelines:

  • Excellent: 1:1 to 1.5:1 - Minimal friction increase
  • Good: 1.5:1 to 2.5:1 - Acceptable for most applications
  • Acceptable: 2.5:1 to 4:1 - Space constraints
  • Poor: Above 4:1 - Significant friction penalty, poor performance
Rectangular Duct Aspect Ratio Impact
Friction penalty increases sharply above 4:1 ratio - avoid flat ducts
Excellent/Good (<3:1)
Acceptable (3:1-4:1)
Poor (>4:1)
A 6:1 duct has 47% more friction than square duct of same area. Use multiple smaller ducts instead.

Air Density Corrections

Fresh air density varies with altitude and thermal value, affecting friction loss and fan power.

Altitude Correction

Standard air supply properties are defined at sea level. At higher elevations, lower load reduces airflow density:

Altitude (m)Altitude (ft)Density Factor
001.000
5001,6400.943
10003,2800.887
15004,9200.834
20006,5600.785
25008,2000.737
30009,8400.692
Air Density vs Altitude
Lower air density at elevation requires larger fan volume for same heating/cooling
Denver at 1,609m needs 18% larger fan volume than sea-level for same HVAC capacity.

Density Correction for Altitude and Degree:

ρ=ρ0×PP0×T0T\rho = \rho_0 \times \frac{P}{P_{0}} \times \frac{T_{0}}{T}

Where:

  • ρ\rho = actual atmosphere density (kg/m3\text{kg/m}^3)
  • ρ0\rho_0 = standard density at sea level = 1.2 kg/m3\text{kg/m}^3
  • P/P₀ = pressure value ratio (altitude factor)
  • T₀/T = heat level ratio (K)

Impact: At 1500m elevation (Denver, CO), ventilation air density is 16.6% lower, reducing friction loss but requiring larger fan volume.

Temperature Correction

Hot fresh air is less dense, cold air supply is denser:

ρ(T)=1.2×293.15T+273.15\rho(T) = 1.2 \times \frac{293.15}{T + 273.15}

Examples:

  • Cold airflow (0°C / 32°F): ρ\rho = 1.29 kg/m3\text{kg/m}^3 (7.5% denser)
  • Standard (20°C / 68°F): ρ\rho = 1.20 kg/m3\text{kg/m}^3
  • Hot atmosphere (40°C / 104°F): ρ\rho = 1.13 kg/m3\text{kg/m}^3 (5.8% less dense)

Friction Loss Calculations

Friction loss in ducts is calculated using the Darcy-Weisbach equation:

Darcy-Weisbach Equation:

ΔPf=f×LD×ρv22\Delta P_{f} = f \times \frac{L}{D} \times \frac{\rho v^2}{2}

Where:

  • ΔPf = friction infrastructure pressure loss (Pa)
  • ff = Darcy friction factor (dimensionless)
  • LL = duct length (m)
  • DD = hydraulic diameter (m)
  • ρ\rho = ventilation air density (kg/m3\text{kg/m}^3)
  • vv = fresh air velocity (m/s)

Friction Factor Calculation

The friction factor depends on Reynolds number and duct roughness:

Friction Factor (Swamee-Jain Approximation):

f=0.25[log10(ϵ/D3.7+5.74Re0.9)]2f = \frac{0.25}{\left[\log_{10}\left(\frac{\epsilon/D}{3.7} + \frac{5.74}{Re^{0.9}}\right)\right]^2}

Where:

  • ε = absolute roughness (m)
  • ReRe = Reynolds number

Reynolds Number:

Re=ρvDμRe = \frac{\rho v D}{\mu}

Where μ\mu = dynamic viscosity = 1.81×1051.81 \times 10^{-5} Pa·s at 20°C

HVAC Context: Typical duct flow is turbulent (Re > 4000). Laminar flow (Re < 2300) is rare and indicates undersized ducts or very low airflow.

Duct Material Roughness

Material selection affects friction loss through surface roughness:

MaterialAbsolute Roughness (mm)Application
Galvanized Steel (New)0.09Standard rigid ductwork
Galvanized Steel (Used)0.15Aged ductwork with corrosion
Flexible Duct (Extended)0.90Final connections, residential
Fiberglass Duct Board0.30Return air supply, acoustical applications

Standard Duct Sizes (SMACNA)

Circular Ducts (Diameter in mm/inches)

Standard sizes: 100, 125, 140, 160, 180, 200, 224, 250, 280, 315, 355, 400, 450, 500, 560, 630, 710, 800, 900, 1000, 1120, 1250, 1400, 1600 mm

(Inches: 4, 5, 5.5, 6, 7, 8, 9, 10, 11, 12, 14, 16, 18, 20, 22, 24, 26, 28, 30, 32, 36, 40, 48, 52, 60, 72)

Rectangular Ducts (mm/inches)

Standard dimensions: 100, 125, 150, 160, 180, 200, 225, 250, 280, 300, 315, 355, 400, 450, 500, 560, 630, 710, 800, 900, 1000, 1120, 1250, 1400, 1600, 1800, 2000 mm

Sizing Rule: Always round UP to the nearest standard size for safety. Never interpolate between sizes in construction documents.

Worked Example: Office Supply Duct

Let's size a main supply duct for a typical office space:

Office HVAC Duct Sizing

Given:

  • Required airflow: 5,000 m³/h (2,950 CFM)
  • Application: Office building
  • Sizing method: Equal friction (1.0 Pa/m)
  • Duct shape: Circular (preferred)
  • Material: Galvanized steel (new)
  • Altitude: Sea level (0 m)
  • Temp: 20°C (68°F)

Step 1: Find Target Velocity

For equal friction method at 1.0 Pa/m, using recommended velocity for offices:

Target velocity = 6.5 m/s (1,280 ft/min) - midpoint of 5-8 m/s range

Step 2: Evaluate Required Duct Area

A=Qv=5000/36006.5=0.214m2A = \frac{Q}{v} = \frac{5000 / 3600}{6.5} = 0.214 m^2

Step 3: Measure Circular Duct Diameter

D=4Aπ=4×0.214π=0.522m=522mmD = \sqrt{\frac{4A}{\pi}} = \sqrt{\frac{4 \times 0.214}{\pi}} = 0.522 m = 522 mm

Step 4: Select Standard Size

Nearest standard size \geq 522 mm: 560 mm (22 inches)

Step 5: Assess Actual Velocity

A=π×0.56024=0.246m2vactual=5000/36000.246=5.64m/s=1,110ft/minA = \frac{\pi \times 0.560^2}{4} = 0.246 m^2 v_{\text{actual}} = \frac{5000 / 3600}{0.246} = 5.64 m/s = 1,110 ft/min

Step 6: Determine Friction Loss

Reynolds number:

Re=1.2×5.64×0.5601.81×105=209,260(turbulent)Re = \frac{1.2 \times 5.64 \times 0.560}{1.81 \times 10^{-5}} = 209,260 (turbulent)

Friction factor (Swamee-Jain):

f=0.25[log10(0.09/10003.7×0.560+5.742092600.9)]2=0.0152f = \frac{0.25}{\left[\log_{10}\left(\frac{0.09/1000}{3.7 \times 0.560} + \frac{5.74}{209260^{0.9}}\right)\right]^2} = 0.0152

Friction loss per meter:

ΔPL=0.0152×1.2×5.6422×0.560=0.327Pa/m\frac{\Delta P}{L} = 0.0152 \times \frac{1.2 \times 5.64^2}{2 \times 0.560} = 0.327 Pa/m

Convert to in.wg/100ft: 0.327×100×0.3048/248.84=0.0400.327 \times 100 \times 0.3048 / 248.84 = 0.040 in.wg/100ft

Design Guidelines and Best Practices

1. Velocity Limits for Noise Control

Excessive velocity creates turbulent noise. Follow these limits based on NC (Noise Criteria) requirements:

NC LevelApplicationMax Main Duct Velocity
NC-25Recording studios, concert halls4 m/s (800 ft/min)
NC-30Private offices, bedrooms5 m/s (1000 ft/min)
NC-35Conference rooms, libraries6 m/s (1200 ft/min)
NC-40Open offices, restaurants7.5 m/s (1500 ft/min)
NC-45Retail, lobbies9 m/s (1800 ft/min)
NC-50Industrial areas11 m/s (2200 ft/min)

2. Duct Length Considerations

Straight Duct Runs:

  • Maintain aspect ratio < 4:1
  • Support every 3 meters (10 feet) for rectangular
  • Support every 4 meters (12 feet) for circular

Fittings and Transitions:

  • Use gradual transitions (15-degree angle maximum)
  • Avoid abrupt size changes
  • Add 10-20 equivalent feet of straight duct for each elbow

3. Branch Takeoffs

Design Rules:

  • Takeoffs should be at least 5 diameters downstream of fittings
  • Use smooth entry fittings (conical taps preferred over straight taps)
  • Size branch ducts using same friction rate as main duct

4. Balancing Dampers

Place balancing dampers at:

  • Each branch takeoff (for fine-tuning)
  • Terminal boxes (VAV or CAV)
  • Critical zones requiring independent control

Do not over-damper: Excessive dampers waste fan energy. Proper duct sizing reduces balancing needs.

Common Mistakes and Solutions

1. Undersizing Return Air Ducts

Problem: Supply ducts are properly sized, but return ducts are undersized, creating high setup static electrical power.

Solution: Size return ducts for 30% lower velocity than supply (typically 400-800 ft/min / 2-4 m/s).

2. Ignoring Fitting Losses

Problem: Calculating only straight duct friction, ignoring elbows, transitions, and takeoffs.

Solution: Add equivalent length for fittings (typically 30-50% of straight duct length) or use detailed fitting loss calculations.

3. Mixing Units

Problem: Using mixed units (CFM with Pa/m, or m3/h\text{m}^3/\text{h} with in.wg/100ft).

Solution: Our calculator handles conversions automatically, but always verify unit consistency in manual calculations.

4. Not Considering Altitude

Problem: Using sea-level friction charts for high-altitude installations.

Solution: Apply density correction factors. Denver (5,000 ft) has 17% less airflow density than sea level.

5. Overusing Flexible Duct

Problem: Long runs of flexible duct significantly increase friction loss.

Solution: Limit flex duct to final 6 feet (2 m) of connections. Use rigid duct for main runs.

How Can Our Duct Sizing Calculator Help You?

Our engineering team developed the Duct Sizing Calculator based on SMACNA and ASHRAE methods, with built-in intelligence refined through real-world HVAC design projects. Export your duct sizing calculations as a professional PDF report for documentation, client presentations, or permit submissions.

  • Sizing methods: Equal friction, velocity method
  • Duct shapes: Circular, rectangular with equivalent diameter determination
  • Materials: Galvanized steel (new/used), flexible duct, fiberglass
  • Applications: Residential, office, public buildings, industrial
  • Altitude correction: Automatic atmosphere density adjustment (0-3000m)
  • Thermal reading correction: Compensates for hot/cold ventilation air
  • Standard sizes: Automatically selects nearest SMACNA standard size
  • Performance metrics: Velocity, friction loss, Reynolds number, dynamic stress
  • Warnings: Identifies excessive velocity, poor aspect ratio, high friction

The calculator is designed for both preliminary design and detailed sizing, following industry best practices.

Standards and References

Primary Standards

SMACNA HVAC Systems - Duct Design, 4th Edition

  • Friction charts and sizing tables
  • Fitting loss coefficients
  • Construction standards
  • Industry-standard reference since 1977

ASHRAE Fundamentals, Chapter 21 - Duct Design

  • Theoretical background
  • Design methods comparison
  • Noise and vibration control
  • Energy optimization

Supporting References

  • ASHRAE Standard 90.1: Energy-efficient design requirements
  • NFPA 90A: Installation of fresh air conditioning and ventilating systems
  • Building codes: IBC, IMC specify maximum velocities and construction requirements

Conclusion

Proper duct sizing is fundamental to HVAC system performance, energy efficiency, and occupant comfort. Our methodology, developed by HVAC specialists, ensures accurate sizing aligned with industry standards.

The equal friction method maintains a constant friction rate (0.8-1.2 Pa/m) throughout the duct system, ensuring self-balancing airflow distribution. This method minimizes total system pressure drop while maintaining balanced airflow distribution.

Velocity limits vary by application—residential (4-6 m/s), office (5-8 m/s), industrial (8-15 m/s)—to control noise and ensure proper air distribution. Circular ducts offer 15-20% lower friction loss compared to rectangular ducts, but rectangular ducts fit better in building spaces.

Always round up to nearest SMACNA standard size—never interpolate. Size return air ducts for 30% lower velocity than supply to minimize system static pressure. Understanding these principles enables design of efficient, quiet, well-balanced air distribution systems.

Key Takeaways

  • Use equal friction method for most applications—maintains constant friction rate (0.8-1.2 Pa/m) throughout system, ensuring self-balancing airflow distribution
  • Select appropriate friction rate—low-velocity (0.8 Pa/m) for quiet spaces, standard (1.0 Pa/m) for offices, high-velocity (1.2 Pa/m) for industrial applications
  • Control velocity by application—residential 4-6 m/s, office 5-8 m/s, industrial 8-15 m/s; higher velocity increases noise and pressure drop
  • Round up to standard sizes—always round up to nearest SMACNA standard size (100, 125, 160, 200, 250, 315, 400, 500, 630, 800, 1000mm); never interpolate
  • Maintain rectangular aspect ratio—keep aspect ratio below 4:1 (width:height) to minimize friction loss; ratios above 4:1 significantly increase friction
  • Size return ducts lower—size return air ducts for 30% lower velocity than supply (typically 2-4 m/s) to minimize system static pressure
  • Account for altitude effects—apply air density correction at elevations above 500m; lower density reduces friction loss but requires larger fan volume

Further Learning


References & Standards

This guide follows established engineering principles and standards. For detailed requirements, always consult the current adopted edition in your jurisdiction.

Primary Standards

SMACNA Sheet Metal and Air Conditioning Contractors' National Association duct design standards. Provides friction rate recommendations, standard duct sizes, and construction practices for HVAC ductwork. Specifies equal friction method as industry standard for most commercial applications.

ASHRAE Fundamentals Chapter 21 Duct design and sizing methods. Provides velocity limits for different applications, noise criteria (NC) requirements, and duct sizing procedures. Specifies aspect ratio limits for rectangular ducts and equivalent diameter calculations.

ASHRAE Standard 62.1 Ventilation and acceptable indoor air quality in commercial buildings. Provides requirements for minimum ventilation rates and air distribution.

Supporting Standards & Guidelines

EN 13779 Ventilation for non-residential buildings. European performance requirements for ventilation and air-conditioning systems.

International Mechanical Code (IMC) Comprehensive mechanical systems code including duct sizing requirements.

Further Reading

Note: Standards and codes are regularly updated. Always verify you're using the current adopted edition applicable to your project's location. Consult with local authorities having jurisdiction (AHJ) for specific requirements.


Disclaimer: This guide provides general technical information based on international HVAC standards. Always verify calculations with applicable local building codes (SMACNA, ASHRAE, EN 13779, etc.) and consult licensed mechanical engineers or HVAC specialists for actual installations. HVAC system design should only be performed by qualified professionals. Component ratings and specifications may vary by manufacturer.

Frequently Asked Questions

HVAC Duct Sizing Guide | Enginist