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    Calculates locally in your browser · steady-state room load
    HVAC / Loads

    Room load calculator

    A room-by-room cooling and heating load with every watt attributed: conduction, solar, people, lighting, equipment, ventilation and latent. Fast enough to use before the building model exists, and explicit enough to argue with.

    Floor area48.0 m²Intensity107 W/m²Heating4.0 kW
    Cooling load
    5.1 kW
    1.5 tons
    Sensible
    4.6 kW
    89% of the total
    Latent
    0.6 kW
    11% of the total
    Supply air
    422 L/s
    10.5 air changes/h
    Load breakdown
    Every watt is attributable; nothing is hidden in a factor.
    Load breakdown
    ComponentWShare
    Conduction through walls and roof65312.7%
    Solar through glazing160031.2%
    People, lighting and equipment133025.9%
    Ventilation and infiltration99519.4%
    Latent gain55510.8%

    The sum is the coil load before duct gain and fan heat, which add roughly 3–8%.

    Inspect the model
    Choose a quick result view, a scaled comparison, or the complete diagnostic set.
    Where the load comes from
    Envelope, solar, internal and ventilation, with latent separated.
    Where the load comes from0.000377.60755.201132.801510.401888.00653.00ConductionConductionSolarSolarInternalInternal995.00VentilationVentilation555.00LatentLatentW
    Canonical equations
    The exact relationships implemented by this engine.

    Q = U·A·ΔT · Walls, roof and glazing separately.

    Q_s = 1.2 · L/s · 1.005 · ΔT · Sensible heat in the outdoor air.

    V = Q_s / (1.2 · 1.005 · ΔT_supply) · Litres per second at the coil.

    engineering methodology

    A clear path from inputs to results.

    Before the building model exists, someone has to answer "how much cooling does this room need?". This splits the load into conduction, solar, internal gain, ventilation and latent, shows every watt, and sizes the supply air.

    Step-by-step methodWorked exampleAssumptions explained

    How to use

    1. Enter the room dimensions and the envelope U-values.
    2. Add glazing, occupants, lighting, equipment and ventilation.
    3. Read the total load, the sensible/latent split and the supply airflow.

    The formula

    Q=∑UAΔT+SHGC⋅Ag⋅G+Qint+1.2⋅V˙⋅1.005⋅ΔTQ = \sum U A \Delta T + SHGC \cdot A_g \cdot G + Q_{int} + 1.2 \cdot \dot{V} \cdot 1.005 \cdot \Delta T

    Reference: Steady-state cooling load; ASHRAE Fundamentals for the air properties.

    Worked example

    8 × 6 × 3 m office, six occupants

    Inputs
    • U 0.35 wall, 0.25 roof, 8 m² glazing at SHGC 0.4, 500 W/m² solar, 35 °C outside, 24 °C inside.
    Calculation path
    1. 1

      Conduction about 0.9 kW, solar 1.6 kW, internal 1.2 kW, ventilation 0.7 kW, latent 0.5 kW.

    Result

    About 4.9 kW, or 1.4 tons, with roughly 950 L/s of supply air at a 9 K difference.

    Interpreting the result

    A high latent share means the coil has to run colder, not just move more air. If the sensible heat ratio is below about 0.75, check the ventilation rate before upsizing the unit.

    Assumptions & limitations

    • Steady state: no thermal mass and no radiant time series.
    • Single solar irradiance for all glazing, regardless of orientation.
    • No duct gain or fan heat.
    • Not a compliance calculation.

    Frequently asked questions

    Is this a Manual J?

    No. Manual J is a specific residential procedure with its own tables; this is a transparent steady-state estimate.

    How do I pick the supply ΔT?

    8–11 K for a conventional overhead system; a chilled beam or displacement system runs smaller.

    Why is my load lower than the contractor’s?

    They usually add duct gain, fan heat and a safety margin, which together can add 15–25%.

    What about heating?

    The same envelope with the winter design temperature, shown alongside the cooling result.

    Methodology last reviewed 2026-10-22. Results are informational and not financial or engineering advice — see our disclaimer.