The question is not whether a chiller costs more than ice to buy. It is what the tub costs to run for a year, including the labour nobody invoices.
The physics, in one line
Cooling water takes energy proportional to mass and temperature change: Q = m × c × ΔT, where c for water is about 4.186 kJ per kilogram per kelvin. Removing that heat with ice also means melting it, which absorbs about 334 kJ per kilogram at 0 °C.
| Step | Formula | Worked example: 500 L from 25 °C to 5 °C |
|---|
| Cooling energy | m × c × ΔT | 500 × 4.186 × 20 = 41,860 kJ |
| Convert to kWh | divide by 3,600 | 11.6 kWh of cooling |
| Ice needed | cooling energy ÷ (latent heat + sensible heat to target) | about 118 kg at 0 °C, before losses |
| Chiller electricity | cooling energy ÷ COP | about 4.6 kWh at COP 2.5 |
The numbers are illustrative: the ice figure assumes perfect mixing and no ambient gain, and the chiller figure assumes a coefficient of performance of 2.5, which varies with ambient temperature and model. The method is what matters.
The load does not stop when the tub is cold
Every bather adds heat. The room adds heat through the tub walls. An open tub loses cold to the air. Ice has to be replenished after each session; a chiller runs at part load to hold the setpoint.
That is why sizing by pull-down alone understates the job in a busy facility. The operating cost is driven by the continuous load, not by the first chill.
The cost lines people forget
| Cost line | Ice | Chiller |
|---|
| Equipment | Ice machine or freezer, storage, tub | Chiller, plumbing, electrical connection |
| Energy | Ice production plus freezer standby | Compressor and pump |
| Labour | Buying, carrying, breaking and topping up ice | Periodic service |
| Water | Meltwater dilution and refills | Evaporation, backwash, filter cleaning |
| Floor | Wet floors, drainage, slip risk | Condensate drainage |
| Consistency | Temperature depends on how much ice went in | Setpoint holds automatically |
| Peak demand | Ice supply can run out on a busy day | Capacity is fixed and known |
Build the model for your own site
Four inputs turn the comparison into a number: your electricity tariff per kWh, the chiller's COP or measured consumption, the local price of ice per kilogram, and the labour rate for the person handling it.
Then add sessions per week and the average bather load. A site with two sessions a day and a site with forty are not in the same argument.
When ice still wins
Ice is the simpler answer for very low volume, one-off events, sites without a reliable power supply, or a temporary installation. A chiller is capital equipment; if the tub runs twice a month, the capital may never pay back.
The decision rule is volume. Below a few sessions a week, ice can be rational. Above that, the labour and the inconsistency usually decide it.
What to ask a supplier
- Capacity at the ambient temperature of my site, not at a laboratory condition
- Measured power draw at part load, or a COP figure with the test standard named
- Pull-down time for my tub volume and starting temperature
- Service interval and the cost of consumables
A supplier who can answer these four questions has a specification. A supplier who answers with horsepower alone has a headline.
Sources
- Specific heat capacity and latent heat of fusion of water: standard physical constants, approximately 4.186 kJ/kg·K and 334 kJ/kg at 0 °C.
- EN 14511 — rating of liquid chilling packages; the standard behind a nominal capacity figure.
- EN 14825 — part-load rating and seasonal efficiency, where a seasonal figure is quoted.
- Electricity tariffs, ice prices and labour rates: use the figures for your own market. This article deliberately quotes none.
Send us the tub volume, the target temperature, the ambient temperature and the sessions per week. We will return the capacity and the estimated running load, and you can put your own tariff against it.