UV Curing calculator
UV Cooling Calculator: Size on the Peak, Not the Average
Size a chiller for a water-cooled UV system on the load it rejects while running. Enter input power, heat-to-cooling fraction, runtime and the coolant temperature rise.
What this calculator does
- Size the cooling a UV system needs on its peak load, and find the coolant flow the loop must carry.
Formula used
- Heat to remove = system input × heat-to-cooling fraction
- Peak cooling capacity = heat to remove × 3412.142
- Coolant flow = peak capacity ÷ (500 × ΔT)
- Average heat rejected = peak capacity × runtime fraction
- Applied fraction × duty = heat-to-cooling × runtime
Inputs explained
- UV System Electrical Input: Total electrical input while running, power supply included.
- Heat-To-Cooling Fraction: Share of input the water loop must remove.
- System Runtime Fraction: Fraction of the hour the system runs.
- Coolant Temperature Rise: Design coolant rise between return and supply.
How to use the result
- Best suited to specifying a chiller for a water-cooled system, checking whether a loop carries a larger lamp, sizing pump and pipework from a heat load.
- Glycol carries less heat per gallon, so the flow figure is optimistic for a glycol loop. Ignores pump heat, ambient gain and high-ambient chiller derating. Assumes no buffer tank; a buffer can legitimately let a smaller chiller serve an intermittent load.
Common questions
- Why size on the peak rather than the average? Because the load is present whenever the lamp is. A chiller sized on a half-duty average meets half the demand and trips on high pressure or coolant temperature.
- Is there a case for sizing below the peak? Yes, with an engineered buffer tank. The buffer stores heat through the on period and rejects it off, which has a calculable volume.
- What ΔT should I design around? Start from the lamp maker's figures. A wide ΔT means less flow and smaller pipes; a narrow one gives stability, and the jacket has flow and pressure limits.
- Does the 500 constant apply to glycol? No. 500 is the specific heat of water carried through the unit conversion, and a glycol mix carries less heat per gallon.
Last reviewed 2026-10-01.