HVAC Systems Encyclopedia

A comprehensive encyclopedia of heating, ventilation, and air conditioning systems

Air Leakage

Air leakage represents the dominant moisture transport mechanism through building envelopes, typically transporting 10-100 times more moisture than vapor diffusion. This pressure-driven bulk transport of air and its entrained moisture occurs through unintentional openings, gaps, and cracks in the building envelope, driven by pressure differentials created by stack effect, wind, and mechanical systems.

Fundamental Principles

Pressure-Driven Flow Physics

Air leakage follows basic fluid mechanics principles, where volumetric flow rate depends on pressure differential and flow resistance:

Power Law Equation:

Q = C × (ΔP)^n

Where:

  • Q = volumetric airflow rate (cfm or L/s)
  • C = flow coefficient (depends on opening characteristics)
  • ΔP = pressure difference across opening (Pa or in. w.c.)
  • n = flow exponent (0.5-1.0, typically 0.65)

Flow Exponent Interpretation:

Flow RegimeExponent (n)Characteristics
Fully Laminar1.0Long, narrow cracks; viscous-dominated
Transitional0.6-0.8Most building envelope openings
Fully Turbulent0.5Short, wide openings; inertia-dominated
Typical Building0.65Average value for mixed openings

Moisture Transport by Air Leakage

The moisture transport rate through air leakage far exceeds diffusion:

Mass Transport Equation:

ṁ = ρ × Q × W

Where:

  • ṁ = moisture transport rate (lb/hr or kg/s)
  • ρ = air density (lb/ft³ or kg/m³)
  • Q = volumetric airflow rate (cfm or m³/s)
  • W = humidity ratio (lb H₂O/lb dry air or kg/kg)

Example Comparison:

For a 1 mm² opening in a wall assembly:

  • Diffusion: ~0.001 g/hr moisture transport
  • Air leakage (10 Pa): ~0.1 g/hr moisture transport
  • Ratio: Air leakage transports 100× more moisture

Driving Forces for Air Leakage

Stack Effect

Temperature-induced density differences create vertical pressure gradients in buildings:

Stack Pressure Equation:

ΔP_stack = C_s × H × ΔT/T_avg

Where:

  • ΔP_stack = stack pressure (Pa)
  • C_s = stack coefficient (~0.0342 Pa/(m·K) or ~0.018 in. w.c./(ft·°F))
  • H = height above neutral pressure level (m or ft)
  • ΔT = indoor-outdoor temperature difference (K or °F)
  • T_avg = average absolute temperature (K or °R)

Simplified US Units:

ΔP_stack = 0.018 × H × (T_in - T_out)/T_avg  [in. w.c.]

Stack Effect Characteristics:

Building HeightWinter ΔT (40°F)Summer ΔT (15°F)Impact Level
1 story (10 ft)±0.09 in. w.c.±0.03 in. w.c.Low
3 stories (30 ft)±0.27 in. w.c.±0.10 in. w.c.Moderate
10 stories (100 ft)±0.90 in. w.c.±0.34 in. w.c.High
40 stories (400 ft)±3.60 in. w.c.±1.35 in. w.c.Critical

Neutral Pressure Level (NPL):

The NPL location depends on vertical distribution of leakage:

  • Equal top/bottom leakage: NPL at mid-height
  • Leaky top: NPL shifts upward
  • Leaky bottom: NPL shifts downward

Wind Pressure Effects

Wind creates positive pressure on windward surfaces and negative pressure on leeward surfaces:

Wind Pressure Equation:

ΔP_wind = C_p × 0.5 × ρ × V²

Where:

  • ΔP_wind = wind-induced pressure (Pa)
  • C_p = pressure coefficient (dimensionless)
  • ρ = air density (kg/m³)
  • V = wind velocity (m/s)

Typical Pressure Coefficients:

Surface LocationC_p RangeTypical Value
Windward wall+0.5 to +0.8+0.6
Leeward wall-0.3 to -0.5-0.4
Side walls-0.5 to -0.7-0.6
Flat roof windward-0.7 to -0.9-0.8
Flat roof leeward-0.3 to -0.5-0.4

Simplified Wind Pressure (US Units):

ΔP_wind = 0.00256 × C_p × V²  [lb/ft²]

ΔP_wind = 0.0129 × C_p × (mph)²  [Pa]

Example: 20 mph wind on windward wall (C_p = +0.6):

ΔP = 0.0129 × 0.6 × (20)² = 3.1 Pa (0.012 in. w.c.)

Mechanical System Pressurization

HVAC systems create building pressurization through supply/return air imbalances:

Building Pressure Equation:

ΔP_mech = (Q_supply - Q_return - Q_exhaust)/C_building

Where:

  • ΔP_mech = mechanical pressure differential (Pa)
  • Q terms = airflow rates (cfm or m³/s)
  • C_building = building leakage coefficient

Typical Building Pressures:

Building TypeTarget PressureTypical RangePurpose
ResidentialNeutral-5 to +5 PaComfort
OfficeSlightly positive+2 to +5 PaIAQ control
HospitalPositive+5 to +8 PaInfection control
LaboratoryNegative-5 to -15 PaContainment
CleanroomPositive+10 to +25 PaContamination control

Combined Pressure Effects

Total pressure at any envelope location results from superposition:

ΔP_total = ΔP_stack + ΔP_wind + ΔP_mech

The dominant mechanism varies by:

  • Winter heating: Stack effect dominates in tall buildings
  • Summer cooling: Wind and mechanical may dominate
  • Shoulder seasons: All three factors significant

Air Leakage Paths

Common Envelope Discontinuities

Air leakage occurs through numerous envelope penetrations and assembly gaps:

Wall Assembly Leakage Sites:

LocationTypical LeakageControl Priority
Window/door perimeters25-35%Critical
Wall-to-roof connections15-20%Critical
Penetrations (electrical, plumbing)15-25%High
Wall-to-foundation joints10-15%High
Material joints/seams10-15%Moderate
Wall sheathing joints5-10%Moderate

Roof/Attic Leakage Sites:

  • Attic access hatches
  • Recessed light fixtures
  • Plumbing stack penetrations
  • HVAC duct penetrations
  • Chimney/flue penetrations
  • Ridge vents and soffits

Foundation Leakage Sites:

  • Rim joist assemblies
  • Sill plate connections
  • Foundation wall penetrations
  • Floor drain sumps
  • Crawlspace vents

Leakage Path Characteristics

Flow Through Cracks:

Long, narrow cracks exhibit laminar flow characteristics:

Q = (w³ × L × ΔP)/(12 × μ × l)

Where:

  • w = crack width (in or m)
  • L = crack length (in or m)
  • l = crack depth (wall thickness)
  • μ = dynamic viscosity
  • ΔP = pressure differential

Key Insight: Flow varies with cube of crack width, making crack width control critical.

Serial vs. Parallel Leakage

Serial Leakage (through multiple layers):

  • Total resistance = sum of layer resistances
  • Controlled by tightest layer
  • Example: Air barrier with isolated penetrations

Parallel Leakage (multiple independent paths):

  • Total leakage = sum of path leakages
  • Dominated by largest openings
  • Example: Multiple window/door assemblies

Air Leakage Quantification

Whole Building Air Leakage

Blower Door Testing:

Standardized test method per ASTM E779 and CGSB 149.10:

Q = C × (ΔP)^n

Test procedure:

  1. Depressurize/pressurize building to 50 Pa
  2. Measure airflow required to maintain pressure
  3. Calculate leakage metrics

Common Leakage Metrics:

MetricDefinitionUnitsApplication
CFM50Airflow at 50 PacfmAbsolute leakage
ACH50Air changes/hour at 50 PaACHNormalized by volume
EqLAEquivalent leakage areain²Opening area equivalent
ELAEffective leakage areain² or cm²Area at 4 Pa reference
SLASpecific leakage areain²/100 ft²Normalized by surface area

Conversion Relationships:

ACH50 = (CFM50 × 60)/Volume

ELA = CFM50/(2610 × √ΔP)  [at 4 Pa reference]

SLA = (ELA/Floor Area) × 100

Typical Building Tightness:

Construction TypeACH50 RangeCharacterization
Passive House0.6 or lessVery tight
High-performance1-3Tight
Energy code minimum3-5Moderate
Standard construction5-10Typical
Older/retrofit10-20Leaky
Very old/poor20+Very leaky

Component Air Leakage

ASTM E283: Air leakage test for fenestration and curtain walls

Performance Ratings:

Component TypeMaximum LeakageTest Pressure
Windows (fixed)0.06 cfm/ft²1.57 psf (75 Pa)
Windows (operable)0.3 cfm/ft²1.57 psf (75 Pa)
Curtain walls0.06 cfm/ft²1.57 psf (75 Pa)
Storefront systems0.06 cfm/ft²1.57 psf (75 Pa)

Air Barrier Assembly Testing

ASTM E2357: Air leakage testing of air barrier assemblies

Maximum allowable leakage rates:

Assembly TypeMaximum LeakageTest Conditions
Air barrier material0.004 cfm/ft²1.57 psf (75 Pa)
Air barrier assembly0.04 cfm/ft²1.57 psf (75 Pa)
Composite wall assembly0.40 cfm/ft²1.57 psf (75 Pa)

Dominance Over Vapor Diffusion

Quantitative Comparison

Air leakage transports moisture at rates orders of magnitude greater than diffusion:

Example Calculation:

Consider a 1000 ft² wall assembly:

  • Climate: Cold winter (70°F inside, 30°F outside, 40% RH inside)
  • Leakage: 2 cfm at 50 Pa (moderate tightness)
  • Diffusion: Standard wall assembly (10 perms)

Moisture Transport by Diffusion:

Vapor pressure difference:
Inside: 0.40 × 0.3630 = 0.145 in. Hg
Outside: 0.80 × 0.1621 = 0.130 in. Hg
Δp = 0.015 in. Hg

Transport rate:
ṁ_diff = (10 perms × 1000 ft² × 0.015 in. Hg)/7000
ṁ_diff = 0.021 lb/hr

Moisture Transport by Air Leakage (10 Pa average):

Airflow at 10 Pa:
Q = 2 cfm × (10/50)^0.65 = 0.47 cfm

Humidity ratio inside (70°F, 40% RH): W = 0.0063 lb/lb
Humidity ratio outside (30°F, 80% RH): W = 0.0033 lb/lb

Transport rate (exfiltration):
ṁ_leak = 0.47 cfm × 60 min/hr × 0.075 lb/ft³ × 0.0063
ṁ_leak = 0.013 lb/hr

Daily comparison (continuous):
Diffusion: 0.021 × 24 = 0.50 lb/day
Air leakage: 0.013 × 24 = 0.31 lb/day

Critical Observation: Even with this modest leakage rate, air transport approaches diffusion transport. At higher pressure differentials or leakier assemblies, air leakage dominates by factors of 10-100.

Temperature Effects on Moisture Transport

Air leakage moisture transport capacity varies significantly with temperature:

Indoor ConditionsW (lb/lb)Air CapacityRelative Impact
70°F, 40% RH0.0063Baseline1.0×
70°F, 60% RH0.0095High1.5×
75°F, 40% RH0.0066Moderate1.05×
68°F, 30% RH0.0040Low0.63×

Higher indoor humidity ratios dramatically increase moisture transport through air leakage.

Air Leakage Control Strategies

Air Barrier System Design

Fundamental Requirements:

Per ASHRAE 90.1 and building codes, air barrier systems must:

  1. Be continuous across envelope
  2. Withstand design pressures
  3. Meet leakage rate requirements
  4. Accommodate building movements
  5. Be durable over building life

Air Barrier Location Options:

LocationAdvantagesDisadvantagesBest Applications
ExteriorEasy construction accessExterior durability exposureMost commercial
InteriorProtected from weatherAccess issues, penetrationsRetrofit applications
Mid-wallOptimal hygrothermalComplex detailingHigh-performance
Split systemFlexible designContinuity challengesComplex assemblies

Air Barrier Materials

Material Performance Requirements:

Material CategoryAir Permeance LimitStandardsApplications
Sheet materials0.004 cfm/ft² @ 75 PaASTM E2178Membranes, boards
Fluid-applied0.004 cfm/ft² @ 75 PaASTM E2357Transitions, details
Board materials0.004 cfm/ft² @ 75 PaASTM E2178Sheathing products
Building wraps0.004 cfm/ft² @ 75 PaASTM E2178Exterior drainage plane

Common Air Barrier Systems:

  • Mechanically-attached membranes
  • Self-adhered membranes
  • Fluid-applied membranes
  • Exterior gypsum sheathing (taped/sealed)
  • Closed-cell spray foam insulation
  • Polyethylene sheet systems
  • Concrete/masonry (parged/sealed)

Critical Transitions and Details

Air Barrier Continuity Requirements:

  1. Window/door rough openings:

    • Sealant at frame perimeter
    • Compatible materials
    • Accommodate thermal movement
  2. Wall-to-roof transitions:

    • Continuous membrane wrap
    • Compatible flashing systems
    • Structural movement accommodation
  3. Wall-to-foundation:

    • Below-grade termination
    • Capillary break integration
    • Drainage provision
  4. Penetrations:

    • Seal at air barrier plane
    • Proper backer materials
    • Accommodate service movement
  5. Material transitions:

    • Compatible primer systems
    • Overlap/adhesion verification
    • Durability assessment

Sealant Selection and Design

Sealant Material Properties:

Sealant TypeMovement CapabilityDurabilityCostApplications
Silicone±50%ExcellentHighExterior joints, high-movement
Polyurethane±25%Very goodMediumGeneral purpose, flexible
Acrylic latex±10%GoodLowInterior, low-movement
Butyl±5%GoodLowBedding, low-movement
Modified silicone±35%ExcellentHighHigh-performance applications

Joint Design Parameters:

Joint width = (Expected movement/Sealant capability) + 1/4"

Minimum width = 1/4"
Maximum width = 1"
Depth = Width/2 (typical range)

Pressure Management

Building Pressurization Control:

  1. Balanced ventilation:

    • Supply ≈ exhaust + return
    • Minimize pressure differentials
    • Monitor building pressure
  2. Compartmentalization:

    • Control pressure zones
    • Prevent stack effect transmission
    • Reduce total pressure ranges
  3. Depressurization mitigation:

    • Makeup air for exhaust systems
    • Combustion air provisions
    • Prevent backdrafting

Design Considerations

Climate-Specific Strategies

Cold Climates:

  • Control exfiltration (interior moisture → cold surfaces)
  • Interior air barrier common
  • Prevent interior moisture accumulation
  • Design for stack effect pressures

Hot-Humid Climates:

  • Control infiltration (exterior moisture → cold surfaces)
  • Exterior air barrier preferred
  • Interior vapor retarder caution
  • Manage air conditioning condensation

Mixed Climates:

  • Bidirectional moisture control
  • Mid-wall air barrier considerations
  • Seasonal performance balance
  • Drying pathway provisions

Integration with Other Systems

Air Barrier and Vapor Control:

  • Air barriers reduce convective moisture transport
  • Vapor retarders control diffusion (lesser concern)
  • Systems may be combined (low-perm air barriers)
  • Maintain assembly drying capability

Water Management Integration:

  • Air barriers must not block drainage
  • Drainage planes behind cladding
  • Flashing integration at transitions
  • Capillary break coordination

Thermal Control:

  • Air barriers reduce convective heat loss
  • Coordinate with insulation placement
  • Prevent thermal bridging at details
  • Address thermal movement

ASHRAE and Code References

Primary Standards:

  • ASHRAE 90.1: Energy Standard for Buildings Except Low-Rise Residential Buildings

    • Section 5.4: Air leakage requirements
    • Mandatory air barrier provisions
    • Testing requirements
  • ASHRAE 160: Criteria for Moisture-Control Design Analysis in Buildings

    • Air leakage impact on moisture accumulation
    • Hygrothermal modeling parameters
  • ASHRAE 189.1: Standard for the Design of High-Performance Green Buildings

    • Enhanced air tightness requirements
    • Testing and verification

Test Standards:

  • ASTM E779: Standard Test Method for Determining Air Leakage Rate by Fan Pressurization
  • ASTM E283: Standard Test Method for Determining Rate of Air Leakage Through Exterior Windows, Skylights, Curtain Walls, and Doors
  • ASTM E2178: Standard Test Method for Air Permeance of Building Materials
  • ASTM E2357: Standard Test Method for Determining Air Leakage of Air Barrier Assemblies

Building Codes:

  • International Energy Conservation Code (IECC): Mandatory air sealing requirements
  • International Building Code (IBC): Structural and durability requirements
  • International Residential Code (IRC): Residential air sealing provisions

Performance Verification

Construction Quality Assurance

Testing Protocols:

  1. Pre-enclosure blower door test:

    • Verify air barrier continuity
    • Identify major leakage sites
    • Early correction opportunity
  2. Final building test:

    • Compliance verification
    • Performance documentation
    • Commissioning integration
  3. Infrared thermography:

    • Air leakage visualization
    • During pressurization testing
    • Identify hidden defects

Acceptance Criteria:

Building codes and energy standards establish maximum allowable leakage rates. Testing confirms compliance and validates construction quality.

Conclusion

Air leakage dominates moisture transport through building envelopes, transporting 10-100 times more moisture than vapor diffusion under typical conditions. Effective moisture control requires comprehensive air leakage control through continuous air barrier systems, proper detailing at transitions and penetrations, and integration with drainage and thermal control strategies. Pressure management through building design and HVAC system operation minimizes driving forces for air leakage. Performance verification through blower door testing ensures construction quality and validates moisture control effectiveness.