TonnageCalc

Solar Heat Gain in Cooling Loads: SHGC, Window Orientation, and Overhang Credit

West-facing glass is the trap. A 120 sq ft west window with SHGC 0.40 adds roughly 7,800 BTU/hr to your peak cooling load on a hot July afternoon — nearly two-thirds of a ton before you’ve counted a single occupant or piece of equipment. Most contractors know windows matter, but the solar heat gain calculation is the one part of Manual J that gets hand-waved most often. This walks through the mechanics: SHGC, orientation multipliers, and how an overhang credit actually changes the number.

Related: room-by-room heat loss calculations cover the envelope conduction component; this post covers the solar component that complements that work.

What SHGC Means in Cooling Load Terms

Solar Heat Gain Coefficient is the fraction of incident solar energy that passes through a window assembly and becomes a heat load inside the space. SHGC 0.30 means 30% of the solar energy hitting the glass enters the building as heat. The rest is either reflected or absorbed by the glazing (absorbed energy heats the glass, which then re-radiates inward and outward).

Window films, coatings, and framing affect SHGC. Common values:

  • Single-pane clear glass: SHGC 0.86 — almost no blocking
  • Double-pane clear: SHGC 0.70–0.76
  • Double-pane Low-E (hard coat): SHGC 0.40–0.55
  • Double-pane Low-E (soft coat, spectrally selective): SHGC 0.20–0.35
  • Triple-pane Low-E: SHGC 0.18–0.25

Energy code minimums vary by climate zone. IECC 2021 sets SHGC ≤0.25 for most southern residential zones (Climate Zones 1–3). But meeting the code minimum doesn’t automatically give you the right cooling load number — that depends on orientation and shading.

Solar Heat Gain Formula and Orientation Multipliers

The basic solar heat gain formula for a window:

$$Q_{solar} = A_{glass} \times SHGC \times SHGF \times CLF$$

where:

  • Aglass = glazing area in sq ft (not rough opening — just the glass)
  • SHGC = solar heat gain coefficient of the assembly
  • SHGF = Solar Heat Gain Factor (BTU/hr·ft²), from ASHRAE tables based on orientation and latitude
  • CLF = Cooling Load Factor (0–1.0), accounts for thermal mass and time lag; from ASHRAE Manual J tables based on construction type and time of peak
Key Formula $$Q_{solar} = A_{glass} \times SHGC \times SHGF \times CLF$$

Units: BTU/hr. Compute separately per orientation; sum for total solar gain.

The SHGF values show why orientation matters so much. At 40° north latitude, peak summer SHGF by orientation (from ASHRAE Handbook of Fundamentals, Chapter 18 tables):

  • South: 41 BTU/hr·ft² (peak is low-angle winter sun; summer SHGF is actually modest because summer sun is high and south glass gets little direct exposure at peak angle)
  • Southeast / Southwest: ~148 BTU/hr·ft²
  • East: 216 BTU/hr·ft² (morning peak)
  • West: 216 BTU/hr·ft² (afternoon peak — worst because it coincides with high outdoor temperatures)
  • North: 31 BTU/hr·ft² (diffuse only; no direct sun in summer above 35° latitude)

The counterintuitive finding: south-facing glass has the lowest summer solar heat gain of any orientation except north. A well-designed south window with an overhang performs better than an east or west window of the same size and SHGC. The 500 sq ft per ton rule of thumb doesn’t know which way your windows face.

Worked Example — 2,400 sq ft Ranch Home, Atlanta (33°N)

Window schedule (glazing area only, not rough openings):

  • South: 180 sq ft, SHGC 0.25 (Low-E, code-minimum for CZ3)
  • West: 120 sq ft, SHGC 0.25
  • East: 80 sq ft, SHGC 0.25
  • North: 40 sq ft, SHGC 0.25

Design conditions: Atlanta July 3pm (peak cooling hour). ASHRAE SHGF values at 33°N, July 3pm:

  • South: 32 BTU/hr·ft²
  • West: 211 BTU/hr·ft²
  • East: 16 BTU/hr·ft² (sun is on the other side by 3pm)
  • North: 15 BTU/hr·ft²

Using CLF = 0.90 for a medium-weight frame construction at 3pm peak (from ASHRAE tables):

Worked Example

South glass: 180 × 0.25 × 32 × 0.90 = 1,296 BTU/hr

West glass: 120 × 0.25 × 211 × 0.90 = 5,697 BTU/hr

East glass: 80 × 0.25 × 16 × 0.90 = 288 BTU/hr

North glass: 40 × 0.25 × 15 × 0.90 = 135 BTU/hr

Total solar gain: 7,416 BTU/hr

The west wall (120 sq ft) contributes 77% of the total solar load despite having the least glazing area. Compare it to the south wall (180 sq ft, 50% more glass) contributing only 17%. If you moved that 120 sq ft of west glass to the south, the solar load would drop from 7,416 to roughly 3,510 BTU/hr — a 53% reduction with identical SHGC and the same window area.

Overhang Credit: How to Calculate the Shade Fraction

An overhang reduces effective solar heat gain by blocking direct sun on part of the window. The shaded fraction of a window depends on overhang projection, the vertical distance from the overhang bottom to the window top, solar altitude angle, and sun azimuth relative to the wall.

For south-facing glass in summer, the sun’s altitude is high and an overhang is effective. At 33°N latitude on July 21 at noon, solar altitude is approximately 79°. A 2-foot overhang projecting horizontally from the wall 6 inches above the window top would shade:

$$\text{Shade depth} = \text{projection} \times \tan(\text{solar altitude}) = 2.0 \times \tan(79°) = 2.0 \times 5.14 = 10.3 \text{ ft}$$

If the window height is 4 ft, the shade depth (10.3 ft) exceeds the window height, so the south window is fully shaded at solar noon in July. The effective SHGC for direct beam component drops to near zero; only the diffuse component remains.

Tip

Overhang credits apply to south-facing glass in summer and are negligible for east and west. West sun at 3pm has a solar altitude of only 30–45° — horizontal overhangs don’t shade low-angle afternoon sun. For west glass, vertical fins or deep setbacks are the effective shading devices.

When an overhang partially shades a window, break the window into a shaded fraction and an unshaded fraction, compute solar gain separately for each (shaded fraction uses only the diffuse SHGF), and sum. Most Manual J software handles this if you enter the overhang dimensions in the window schedule — verify the software is actually computing it rather than ignoring the field.

SHGC vs. Equipment Tonnage: What It Actually Moves

Back to the Atlanta example. If the homeowner specifies SHGC 0.19 (triple-pane) instead of 0.25 on the west wall, the west gain drops from 5,697 to 4,330 BTU/hr — a 1,367 BTU/hr reduction. Total solar load goes from 7,416 to 6,049 BTU/hr. That’s meaningful but not enough to downsize equipment on its own.

Adding a 2-foot overhang to the south glass, which fully shades at peak, drops the south gain from 1,296 to roughly 350 BTU/hr (diffuse only). Now total solar is 5,103 BTU/hr — a 31% reduction from the baseline through combined envelope upgrades.

At 12,000 BTU/hr per ton, 2,313 BTU/hr of reduction doesn’t change the equipment selection. But these gains compound with other load reductions (infiltration, internal, conduction), and the cumulative effect often shifts the system from a borderline 4-ton to a solid 3.5-ton or 3-ton, with real energy and humidity consequences for years of operation.

Use the BTU calculator to run the full load calculation with your actual window schedule, orientations, and shading dimensions. Entering SHGC and overhang data there gives you the Manual J solar component directly rather than calculating each orientation by hand.

Where Solar Gain Calculations Go Wrong

Three common errors in practice:

  • Using rough opening area instead of glazing area. A 3068 door has about 20 sq ft of rough opening but only 9–12 sq ft of glass. Using rough opening overstates solar gain by 50–100%.
  • Applying the same SHGC to all orientations without checking code requirements. Some codes specify maximum SHGC by orientation (east/west different from south in ASHRAE 90.1 commercial). Residential codes often set a single maximum; commercial codes are more granular.
  • Crediting overhangs on east and west glass. A 2-foot overhang does almost nothing for afternoon west sun at 35° solar altitude. If your software is applying an overhang credit to west glass, verify the geometry is correct — the shade depth calculation for low-angle sun typically shows the shadow falls well below the window bottom.
Common Mistake

Applying overhang credits to east and west-facing windows. Horizontal overhangs block high-angle summer sun effectively (south glass) but do almost nothing for the low-angle morning and afternoon sun that drives east and west peak loads. Verify your software’s geometry rather than accepting whatever credit it calculates.