Estimate sensible cooling load from envelope conduction, window solar gain and internal gains, and convert to tons. This is a rough sizing estimate only — cooling is far more sensitive to solar, shading and humidity than heating.
Professional-grade estimate, not a full ACCA Manual J. This uses the recognized transmission and infiltration heat-loss equations. For permit or warranty compliance, a full Manual J by a qualified professional is required. The cooling figure is a rougher estimate still — solar, shading and humidity dominate cooling and are only coarsely modelled here. A full Manual J / Manual S is essential before selecting equipment.
Cooling load (estimate)
0.84 tons
Exterior walls (U×A×ΔT)
U × area × ΔT
= 0.063 × 640 × 69
2,760 BTU/h
Windows (U×A×ΔT)
U × area × ΔT
= 0.3 × 120 × 69
2,484 BTU/h
Doors (U×A×ΔT)
U × area × ΔT
= 0.2 × 40 × 69
552 BTU/h
Roof / ceiling (U×A×ΔT)
U × area × ΔT
= 0.02 × 1,200 × 69
1,656 BTU/h
Slab-on-grade edge (slab perimeter)
F × perimeter × ΔT
= 0.54 × 140 × 69
5,216 BTU/h
Infiltration (air-change form)
volume × ACH × 0.018 × ΔT
= 12,000 × 0.5 × 0.018 × 69
7,452 BTU/h
Total heating load
Σ transmission + slab + infiltration
= 7,452 + 5,216 + 7,452
20,120 BTU/h = 5.9 kW
Cooling sensible (envelope)
Σ U × area × ΔT_cooling
= ΔT_cooling = 12 °F
1,296 BTU/h
Solar gain (glass)
Σ glass area × orientation factor × SHGC
= 1 window surface(s)
7,920 BTU/h
Internal gains
occupants × 230 BTU/h
= 4 × 230
920 BTU/h
Total cooling load
sensible + solar + internal
= 1,296 + 7,920 + 920
10,136 BTU/h = 0.84 tons
The design temperature difference is ΔT = indoor − outdoor. For a 70 °F indoor and a −7 °F outdoor design that is a 77 °F ΔT. Each surface loses heat by Q = U × area × ΔT, where the U-factor is 1 ÷ R. A wall with U 0.07 over a net 138 ft² loses 0.07 × 138 × 77 ≈ 744 BTU/h. Air leakage adds volume × ACH × 0.018 × ΔT — a 2,816 ft³ room at 1.2 ACH adds ≈ 4,683 BTU/h. The whole-building load is the sum of every surface plus infiltration plus the slab edge.
Slab-on-grade floors use the perimeter method, not area: Q = F × exposed perimeter × ΔT. This is the correct (and more accurate) way to model edge losses — area-based slab estimates are wrong. Results are reported in BTU/h and in W/kW.
| Assembly | R-value | U-factor |
|---|---|---|
| 2×4 wall, R-13 batt | 13 | 0.077 |
| 2×6 wall, R-20 batt | 20 | 0.050 |
| Vented attic, R-50 | 50 | 0.020 |
| Double-pane low-E window | 3.3 | 0.30 |
| Triple-pane low-E window | 5.6 | 0.18 |
| Insulated door, R-5 | 5 | 0.20 |
| Form | Equation | Use when |
|---|---|---|
| Air-change | volume × ACH × 0.018 × ΔT | You know the ACH |
| Airflow | 1.08 × CFM × ΔT | You know the ventilation CFM |
| Cooling load (BTU/h) | Tons |
|---|---|
| 12,000 | 1.0 |
| 18,000 | 1.5 |
| 24,000 | 2.0 |
| 36,000 | 3.0 |
| 60,000 | 5.0 |
This calculator uses the recognized transmission and infiltration heat-loss equations to produce a professional-grade estimate. It is not a full ACCA Manual J load calculation. For permit submissions, equipment warranties or any compliance use, a full Manual J performed by a qualified professional is required.
The cooling estimate carries a stronger caveat than the heating estimate. Cooling loads are driven by solar orientation, shading, humidity (latent load) and internal gains that vary by hour and season and are only coarsely modelled here. Treat any cooling figure as a rough sizing sanity check only — a full Manual J and Manual S are essential before selecting cooling equipment.
One ton equals 12,000 BTU/h. Add the envelope sensible gain (U × area × the cooling temperature difference), the window solar gain (glass area × an orientation factor × SHGC) and internal gains (about 230 BTU/h per occupant), then divide by 12,000. A 24,000 BTU/h load is 2.0 tons.
Cooling is dominated by solar gain through glass, shading, humidity (the latent load) and internal gains from people and equipment — all of which vary by hour, orientation and season. A quick estimate is useful for a sanity check, but a full Manual J and Manual S are required before selecting equipment.
Find the design temperature difference (indoor − outdoor), then add the loss through each surface (Q = U × area × ΔT, where U = 1 ÷ R), the slab edge (F × perimeter × ΔT) and air infiltration (volume × ACH × 0.018 × ΔT). The total is the heating load in BTU/h.
It depends on the insulation, glazing, air leakage and your climate, not just floor area. This calculator sums the transmission, slab-perimeter and infiltration losses at your design temperatures to give the BTU/h (and kW) you need.
No. It is a professional-grade estimate using the recognized transmission and infiltration heat-loss equations. For permit or warranty compliance a full ACCA Manual J by a qualified professional is required. The cooling estimate is rougher still and needs a Manual J / Manual S before sizing equipment.
Heat loss is winter heating demand — conduction and air leakage out of the building. The cooling load adds solar gain through glass and internal gains from people and equipment, and is far more sensitive to orientation, shading and humidity, so it is harder to estimate.
Loads use the recognized transmission and infiltration heat-loss equations with full precision: Q = U × area × ΔT per surface, the perimeter F-factor method for slabs, and air leakage as volume × ACH × 0.018 × ΔT. Results are reported in BTU/h and W/kW.
This is a professional-grade estimate, not a full ACCA Manual J. A full Manual J by a qualified professional is required for permit or warranty compliance, and any cooling figure must be confirmed with a Manual J / Manual S before selecting equipment.
Last reviewed June 28, 2026. Estimates are indicative — verify against current product specs and local requirements before ordering.
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