Chiller Capacity and Water Flow Calculation
The heat carried by a water circuit is calculated from mass flow, specific heat and the entering/leaving temperature difference. This calculation does not by itself establish the available capacity of a selected chiller at every operating condition.
Heat load formula
Q = ρ × cp × V̇ × ΔT
Q is in kW; density ρ is in kg/m³; cp is in kJ/kg·K; volumetric flow V̇ is in m³/s; ΔT is in K or °C. Assuming water density of 1000 kg/m³ and cp of 4.18 kJ/kg·K, with flow in m³/h: Q ≈ 1.16 × flow × ΔT.
Example: 100 kW with a 5 °C difference
Flow ≈ 100 / (1.16 × 5) = 17.24 m³/h. This water-only estimate assumes constant properties. For example, 20 °C entering water and 15 °C leaving water give a 5 °C difference.
| Heat load | Water flow |
|---|---|
| 25 kW | 4.31 m³/h |
| 50 kW | 8.62 m³/h |
| 100 kW | 17.24 m³/h |
| 200 kW | 34.48 m³/h |
Limits of preliminary sizing
Confirm leaving water temperature, ambient or condenser water temperature, glycol concentration, fouling allowance, flow limits and load profile. A pump also requires a pressure-loss calculation. Glycol mixtures need the actual density and specific heat. Use process data rather than a universal capacity margin.
Cooling capacity versus electrical power
A 100 kW cooling capacity is not a 100 kW electrical input. COP is cooling capacity divided by electrical input at stated conditions and measurement boundaries. Confirm whether fans and pumps are included.
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