Design Considerations
Design Considerations for Infrared Radiant Heating
Successful infrared radiant heating system design requires systematic analysis of mounting geometry, thermal comfort parameters, and energy effectiveness to deliver adequate floor-level radiant intensity while maintaining acceptable pattern uniformity and occupant comfort. Unlike convective heating where air temperature alone determines comfort, radiant systems create thermal environments where mean radiant temperature (MRT) and operative temperature govern occupant sensation, enabling lower air temperatures (4-6°F reduction) while maintaining equal comfort through direct radiant heat transfer to surfaces and occupants.
Design Process Overview
Systematic design methodology:
- Application analysis: Building type, ceiling height, occupancy patterns, comfort requirements
- Heat load calculation: Design heat loss, pickup load, infiltration
- System selection: High-intensity vs. low-intensity, gas vs. electric
- Mounting height determination: Balance coverage area and floor-level intensity
- Heater spacing calculation: Uniform pattern or acceptable variation
- Capacity sizing: Energy effectiveness-based capacity determination
- Comfort verification: MRT, operative temperature, radiant asymmetry
- Control strategy: Staging, setback, zone control optimization
- Economic analysis: Life-cycle cost, payback period
Mounting Height Analysis
Coverage vs. Intensity Trade-Off
Floor-level radiant intensity decreases with mounting height following inverse square law:
$$I_{floor} = \frac{I_0 \cos^3(\alpha)}{r^2}$$
Simultaneously, coverage diameter increases linearly with height:
$$D_{coverage} = 2H \tan(\theta/2)$$
Optimization objective: Maximize coverage while maintaining minimum required floor intensity.
Optimal Height Calculation
For uniform heating applications, optimal mounting height:
$$H_{opt} = \sqrt{\frac{Q_{radiant}}{I_{required,min} \times \pi \times \tan^2(\theta/2)}}$$
Where:
- $Q_{radiant}$ = Heater radiant output (Btu/h)
- $I_{required,min}$ = Minimum acceptable floor intensity (Btu/h·ft²)
- $\theta$ = Reflector beam angle
Example:
- Low-intensity tube: 80,000 Btu/h input, 50% radiant fraction = 40,000 Btu/h radiant
- Required intensity: 25 Btu/h·ft² minimum
- Beam angle: 70°
- $H_{opt} = \sqrt{40,000 / (25 \times \pi \times \tan^2(35°))} = \sqrt{40,000 / (25 \times 1.54)} = 32$ ft
Practical Height Constraints
Minimum heights:
- Safety (prevent excessive radiant asymmetry): 8-10 ft occupied areas
- Code requirements: Vary by jurisdiction
- Thermal comfort: Avoid >15°F vertical asymmetry
Maximum heights:
- High-intensity gas: 30 ft practical limit
- Low-intensity gas: 40 ft practical limit
- Beyond limits: Intensity becomes inadequate
Typical ranges:
| Application | Ceiling Height | Mounting Height |
|---|---|---|
| Loading dock | 14-20 ft | 12-18 ft |
| Warehouse | 24-32 ft | 20-28 ft |
| Manufacturing | 20-30 ft | 18-26 ft |
| Aircraft hangar | 40-80 ft | 35-40 ft (low-int.), supplement with high-int. spot |
Heater Spacing Design
Uniform Coverage Criterion
Pattern factor at midpoint between adjacent heaters determines uniformity:
$$P_f = \frac{I_{max}}{I_{avg}}$$
Design targets:
- Uniform heating (warehouses, manufacturing): $P_f$ < 1.5
- Moderate uniformity (storage areas): $P_f$ < 2.0
- Spot heating acceptable: $P_f$ = 3.0-5.0
Spacing Calculation
For overlapping patterns maintaining uniformity:
$$S = 2H \tan(\theta/2) \times C_o$$
Where:
- $S$ = Center-to-center spacing
- $H$ = Mounting height
- $\theta$ = Effective beam angle
- $C_o$ = Overlap coefficient (0.80-0.90 for smooth transitions)
Verification: Calculate intensity at midpoint:
$$I_{midpoint} = 2 \times I_0 \frac{\cos^3(\alpha_{edge})}{r_{edge}^2}$$
Where $\alpha_{edge}$ and $r_{edge}$ are angle and distance from heater to midpoint.
Example:
- $H$ = 24 ft
- $\theta$ = 70° (low-intensity tube with semi-cylindrical reflector)
- $C_o$ = 0.85
$$S = 2 \times 24 \times \tan(35°) \times 0.85 = 28.6 \text{ ft spacing}$$
Array Layout Strategies
Parallel tube arrays:
- Long straight runs for rectangular buildings
- Tubes parallel to long dimension (minimize end losses)
- Perpendicular to primary airflow (if significant)
Grid patterns:
- U-tube configurations in grid
- Suitable for square or irregular spaces
- Individual heater control for zoning
Perimeter + interior:
- Higher density perimeter zones (greater heat loss)
- Lower density interior zones
- Separate control for load matching
Pattern Factor and Uniformity
Pattern Factor Calculation
For single heater, pattern factor:
$$P_f = \frac{I(0,H)}{I_{avg}}$$
Where:
- $I(0,H)$ = Intensity directly below heater at height $H$
- $I_{avg}$ = Average intensity over coverage area
High-intensity heaters:
- Narrow beam (60°): $P_f$ = 4.0-5.5
- Medium beam (75°): $P_f$ = 2.8-3.8
- Wide beam (90°): $P_f$ = 2.0-2.8
Low-intensity tube heaters:
- Semi-cylindrical reflector: $P_f$ = 1.5-2.0
- V-reflector: $P_f$ = 2.0-2.8
Overlapping Patterns
Multiple heaters with overlapping coverage reduce pattern factor:
$$P_{f,array} = P_{f,single} \times R_{overlap}$$
Where $R_{overlap}$ = 0.6-0.8 for proper spacing.
Example: Low-intensity tube with $P_{f,single}$ = 1.8, proper spacing
- $P_{f,array} = 1.8 \times 0.70 = 1.26$ (excellent uniformity)
Acceptable Variation
Comfort applications:
- Intensity variation: ±25% maximum
- Temperature variation: ±3°F floor-level air
- MRT variation: ±5°F across occupied zone
Process applications:
- May require tighter control (±10-15%)
- Multiple zones with independent control
- Continuous monitoring and adjustment
Browse Subtopics
- Thermal Comfort and MRT - Mean radiant temperature calculations, operative temperature, ASHRAE 55 comfort criteria, radiant asymmetry limits, and occupant thermal sensation in radiant-heated spaces
- Performance Factors and Energy Effectiveness - Energy effectiveness methodology, radiant fraction analysis, absorption efficiency, stratification reduction, comparative performance metrics
- Application-Specific Design - Warehouses, aircraft hangars, loading docks, manufacturing facilities, outdoor heating areas, and agricultural buildings
Key Design Parameters Summary
Mounting height:
- Determined by ceiling height, coverage requirements, intensity needs
- Typical: 0.85-0.95× ceiling height
- Verify minimum 18-24 in clearance to ceiling
Heater spacing:
- Calculate based on beam angle and overlap factor
- Typical: 1.1-1.4× mounting height for low-intensity
- Verify acceptable pattern factor
Capacity:
- Size for design heat loss ÷ energy effectiveness
- Energy effectiveness: 50-70% (gas infrared), 60-90% (electric infrared)
- Compare to 20-40% for forced-air in high-bay
Comfort criteria:
- Maintain operative temperature 68-72°F
- Air temperature may be 4-6°F lower than conventional
- Limit radiant asymmetry to <15°F vertical, <10°F horizontal
Control:
- Zone by use pattern (perimeter/interior, occupied/storage)
- Implement setback for unoccupied periods (20-30% savings)
- Consider outdoor reset for modulating systems
Effective infrared radiant heating design integrates mounting geometry, thermal comfort physics, and energy effectiveness analysis to deliver efficient, comfortable heating while maximizing economic performance through proper system sizing, spacing, and control strategies.
Sections
Comfort Radiant
Components
- Mean Radiant Temperature Mrt
- Asymmetric Radiation
- Radiant Temperature Asymmetry
- Comfort Equations Radiant
- Operative Temperature
- Radiant Heat Flux
- Pattern Efficiency
- Fixture Spacing
Application Specific
Components
- Warehouse Heating
- Manufacturing Facilities
- Aircraft Hangars
- Loading Docks
- Outdoor Spaces Partial Enclosures
- Spot Heating Workstations
- Freeze Protection Applications
- Snow Melting Canopies
Performance Factors
Components
- Ceiling Height Effects
- Emissivity Of Surfaces
- Reflectance Of Surfaces
- Air Stratification Reduction
- Draft Reduction
- Infiltration Heat Loss Reduced
- Quick Warmup Response
- Zoning Flexibility