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newSchoolWorks.com › VoTechWorks › Building & Construction › HVAC/R › Load Calculation for HVAC/R Systems › Lesson 6
BLD-HVAC07-06 · Lesson 6 · 14 clock hours · theory

Solar Gain and Fenestration Loads

Objective. Students calculate the peak solar heat gain through windows and glass doors for each orientation of a sample building using Manual J SHGC values and cooling load factors, and identify which orientation produces the highest summer load.

What Is Solar Heat Gain?

Sunlight passing through glass carries energy directly into a conditioned space. That energy — called solar heat gain — adds to the cooling load the system must overcome. Unlike conduction through walls, solar gain can be intense and highly directional, arriving in large pulses depending on the time of day, the season, and which direction the glass faces. Manual J (ACCA's residential load calculation procedure) gives HVAC technicians the tools to quantify this gain so the cooling system is sized correctly.

Solar Heat Gain Coefficient (SHGC)

The Solar Heat Gain Coefficient is a dimensionless number between 0 and 1 that describes how much of the incident solar radiation passes through a window and becomes heat inside the building. An SHGC of 0.40 means 40 percent of striking solar energy enters the space. Lower SHGC values mean less solar gain — a benefit for cooling-dominated climates. SHGC is reported on the NFRC label (National Fenestration Rating Council) attached to every rated window unit. Never assume a value; always read the label or use the value specified in the project documents.

Orientation and Peak Load Timing

Orientation determines when peak gain occurs and how large it is:

Manual J fenestration tables provide Cooling Load Factors (CLF) and Solar Heat Gain Factors (SHGF) keyed to orientation, latitude band, and hour of day. These account for the thermal mass of the building and the time lag between peak radiation and peak load.

The Manual J Window Cooling Load Formula

The basic form used in Manual J for sensible solar cooling load through a window is:

Q (BTU/h) = A × SHGF × SHGC × IAC

External shading — overhangs, fins, or neighboring structures — reduces the effective SHGF by reducing how much of the window is actually exposed to direct beam radiation. Manual J provides a procedure using the overhang projection, setback distance, and latitude to determine the shaded fraction, which is then applied before looking up SHGF.

Overhangs and External Shading

An overhang above a window blocks high-angle summer sun while allowing low-angle winter sun to enter — a useful passive design feature. To calculate the shaded area, you need the overhang projection (horizontal depth), the vertical distance from the top of the window to the overhang, and the solar altitude angle for the design condition. The protractor in this lesson's materials helps students visualize the geometry. Manual J provides tables and a simplified procedure so that full trigonometric calculations are not required for most residential work.

Energy Code Implications

Energy codes such as IECC (International Energy Conservation Code) set maximum SHGC requirements for windows by climate zone. In hot climates (Climate Zones 1–3), maximum SHGC values are lower than in northern zones to limit solar gain. When you substitute a low-SHGC window into a design, you reduce the cooling load — and potentially allow a smaller system — while also reducing energy use and peak demand. Always confirm that the specified window meets the applicable energy code for the project location.

Safety Reminders

Load calculation is a desk task, but it connects to field work where safety matters:

Putting It Together

Accurate solar gain calculations prevent oversizing — a chronic problem in residential HVAC that causes short-cycling, poor humidity control, and unnecessary equipment cost. By using measured window areas, NFRC-rated SHGC values, correct orientation factors from Manual J, and proper shading adjustments, you produce a defensible peak cooling load number for each exposure. Adding those results across all orientations gives you the total fenestration contribution to the block cooling load.

Key terms8

Solar Heat Gain Coefficient (SHGC)A dimensionless value between 0 and 1 that indicates the fraction of incident solar radiation that passes through a window and enters a building as heat. Reported on the NFRC label.
Solar Heat Gain Factor (SHGF)A tabulated value from Manual J (BTU/h per square foot of glazing) that represents the peak solar intensity striking a surface of a given orientation at a specific latitude and design month.
Cooling Load Factor (CLF)A Manual J multiplier that accounts for the time delay between peak solar radiation and the time that heat actually appears as a cooling load, reflecting the building's thermal mass.
Interior Attenuation Coefficient (IAC)A Manual J factor (≤ 1.0) applied to reduce the calculated solar heat gain when interior shading devices such as blinds, drapes, or roller shades are present.
FenestrationAll transparent or translucent surfaces in a building envelope, including windows, glass doors, and skylights, through which solar radiation and conducted heat can pass.
NFRC LabelThe National Fenestration Rating Council label required on rated window units that reports U-factor, SHGC, visible transmittance, and other performance values used in load calculations.
Overhang ProjectionThe horizontal distance that an overhang extends beyond a window, used together with the vertical setback to calculate the shaded portion of the window for a given sun angle.
Peak Cooling LoadThe maximum rate of heat gain (BTU/h) a space experiences at the worst-case combination of outdoor conditions and solar position, used to size cooling equipment.

Worked examples4

1. A west-facing window has a net glazing area of 24 ft². The Manual J SHGF for west-facing glass at the design latitude in July is 216 BTU/h·ft². The window has an SHGC of 0.40. There is no interior or exterior shading. What is the peak solar cooling load through this window?
  1. Identify the variables: A = 24 ft², SHGF = 216 BTU/h·ft², SHGC = 0.40, IAC = 1.0 (no shading).
  2. Apply the formula: Q = A × SHGF × SHGC × IAC.
  3. Q = 24 × 216 × 0.40 × 1.0.
  4. Q = 24 × 86.4 = 2,074 BTU/h.
Answer: Peak solar cooling load ≈ 2,074 BTU/h.
2. A south-facing window has a net glazing area of 20 ft². The Manual J SHGF for south-facing glass at the same latitude in July is 82 BTU/h·ft². The window has an SHGC of 0.40 and no shading. Compare this result with the west-facing window in Example 1 and identify which produces the larger summer solar load.
  1. Identify the variables: A = 20 ft², SHGF = 82 BTU/h·ft², SHGC = 0.40, IAC = 1.0.
  2. Apply the formula: Q = A × SHGF × SHGC × IAC.
  3. Q = 20 × 82 × 0.40 × 1.0.
  4. Q = 20 × 32.8 = 656 BTU/h.
  5. Compare: west-facing window = 2,074 BTU/h (from Example 1); south-facing window = 656 BTU/h. The west-facing window produces the larger summer solar load.
Answer: South-facing peak solar load = 656 BTU/h. The west-facing window produces a significantly higher summer solar load (2,074 BTU/h vs. 656 BTU/h).
3. The same west-facing window from Example 1 (24 ft², SHGF = 216 BTU/h·ft², IAC = 1.0) is now replaced with a window having SHGC = 0.25, and an overhang reduces the effective exposed area by 30%, making the effective area 16.8 ft². Calculate the new peak solar load and the BTU/h reduction compared to the original.
  1. Identify updated variables: A_effective = 24 × (1 − 0.30) = 24 × 0.70 = 16.8 ft², SHGF = 216 BTU/h·ft², SHGC = 0.25, IAC = 1.0.
  2. Apply the formula: Q_new = 16.8 × 216 × 0.25 × 1.0.
  3. Q_new = 16.8 × 54 = 907 BTU/h.
  4. Calculate the reduction: Reduction = Q_original − Q_new = 2,074 − 907 = 1,167 BTU/h.
  5. Percentage reduction = (1,167 ÷ 2,074) × 100 ≈ 56%.
Answer: New peak solar load ≈ 907 BTU/h. The combination of a low-SHGC window and overhang reduces the load by approximately 1,167 BTU/h, about a 56% reduction.
4. A house has two east-facing windows. Window A has a net glazing area of 15 ft² and SHGC = 0.35. Window B has a net glazing area of 10 ft² and SHGC = 0.55. The Manual J SHGF for east-facing glass is 150 BTU/h·ft². No interior shading is present. What is the combined east-facing peak solar load?
  1. Calculate Window A: Q_A = 15 × 150 × 0.35 × 1.0 = 15 × 52.5 = 787.5 BTU/h.
  2. Calculate Window B: Q_B = 10 × 150 × 0.55 × 1.0 = 10 × 82.5 = 825 BTU/h.
  3. Sum the two loads: Q_total = 787.5 + 825 = 1,612.5 BTU/h.
  4. Round to a practical value: approximately 1,613 BTU/h.
Answer: Combined east-facing peak solar load ≈ 1,613 BTU/h.

The math in this lesson1

Learners compute window solar gain as glazing area × SHGF × SHGC adjustment.
A-SSE.1
Brush up in the math halls at newSchoolWorks.com:
In class: Instructor demonstration: walk through the Manual J window cooling load calculation step by step, explaining solar heat gain coefficient (SHGC), window area, shade factors (overhangs, internal shading), and how orientation and latitude affect peak load timing. · Students complete a solar gain calculation worksheet for a sample house with windows on all four orientations and compare the contribution of south-facing versus west-facing windows to afternoon peak load. · Design exercise: students rerun the worksheet with a low-SHGC window substitution and an overhang on the west side, then calculate the BTU/h reduction and discuss energy code implications.
Materials: ACCA Manual J 8th Ed. fenestration tables, NFRC window label samples, printed calculation worksheets, scientific calculators, protractor (for overhang shading calculation), projector for instructor demo
Check: Solar gain worksheet graded by instructor; pass = correct peak BTU/h values for each orientation within 10% of key and correct identification of highest-load orientation.

Practice check8

Answer each question, then check it. Nothing is recorded; this is your own practice.

HVAC Excellence / Load Calculation
1. Which window orientation typically produces the highest summer afternoon cooling load in most U.S. locations?
EPA 608 / Refrigerant and System Knowledge; also NATE Core
2. A window's NFRC label shows SHGC = 0.28. What does this value mean?
HVAC Excellence / Load Calculation
3. In the Manual J solar cooling load formula Q = A × SHGF × SHGC × IAC, what does the Interior Attenuation Coefficient (IAC) account for?
NCCER HVAC / Load Calculations
4. A west-facing window has A = 18 ft², SHGF = 200 BTU/h·ft², SHGC = 0.30, and IAC = 1.0. What is the peak solar cooling load?
NATE / Air Distribution and Load Calculation
5. Why does a south-facing window typically produce a lower summer solar load than a west-facing window of the same size and SHGC?
HVAC Excellence / Industry Standards
6. Which document provides the SHGC value that must be used in a Manual J residential load calculation?
NCCER HVAC / Load Calculations
7. An overhang is added above a west-facing window, reducing the directly sunlit glazing area by 40%. The window originally had a solar load of 2,000 BTU/h with no shading and the same SHGC. Assuming SHGF and SHGC remain unchanged, what is the new approximate peak solar load?
NATE / Energy Efficiency and Codes
8. Energy codes such as the IECC set maximum SHGC requirements for windows. In hot climate zones, the allowable maximum SHGC is generally lower than in northern zones. What is the primary reason for this requirement?
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