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Horses are routinely transported in enclosed trailers that are adequately ventilated only while the vehicle is moving. When traffic stops on a hot day, that ventilation largely disappears at the moment the heat load is greatest. This paper models the air temperature and humidity inside a stated two-horse trailer, stationary in sun and moving, using a lumped energy and moisture balance with stated assumptions throughout. In full sun the combined sensible load is 3282 W, of which solar gain through the roof and sun-side wall contributes 2292 W and the two horses contribute 990 W of sensible heat together with 810 W of latent heat, equivalent to 1.20 kg/h of water vapour. With the fitted passive vents the stationary cabin warms at an initial rate of 1.78 K/min, rises 5 K above ambient in 3.1 min, crosses 40 °C in 3.1 min when the ambient temperature is 35 °C, in 7.4 min at 30 °C, and in 15.3 min at 25 °C, and tends toward an equilibrium 18.5 K above ambient. Holding the cabin within 3 K of ambient under the same load requires a continuous airflow of 0.87 m³/s, about 305 air changes per hour. Buoyancy through vents alone would need a total free vent area of 8.55 m² to supply that flow, which cannot be fitted to this trailer, and the fitted ram-air inlets supply the required flow only at a road speed of about 60 km/h. A powered fan delivering the required flow draws 87 W at the stated pressure rise and is the only stationary option found that holds the stated limit indefinitely. The honest bound is therefore plain: on a hot sunny day a loaded trailer with passive vents only must not stop for more than a few minutes, and beyond those minutes the horses must be unloaded into shade or the vehicle must keep moving. Nothing in this paper is a measurement. SIMULATED, NOT MEASURED: nothing described has been built or tested. AI disclosure: modelling, computation and drafting assistance were provided by Dave, an artificial intelligence system, at the author's direction.
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William Alexander Aldred (2026) studied this question.
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