Home » Free Calculators » DHW Cylinder Recovery Calculator

Estimates the reheat (recovery) time, energy and recovery rate to raise a stored hot-water cylinder from cold-feed to target temperature, sensible heat Q = m·cp·ΔT, cp = 4.186 kJ/kg·K.
Indicative sizing only: store DHW ≥ 60 °C for Legionella control (HSE L8/ACOP).

Cylinder & temperatures
L
200 L = typical unvented domestic cylinder
°C
60 °C default (Legionella control)
°C
10 °C typical UK mains
Heat source
kW
3 kW immersion; boiler coils 10–20 kW
%
Heat transfer into the water (100 % for a direct immersion)
Enter cylinder volume, temperatures and heat input to calculate recovery time
Sensible-heat recovery method: ΔT = stored − cold feed, m = volume × 1 kg/L, Q = m·cp·ΔT (cp = 4.186 kJ/kg·K), kWh = kJ ÷ 3600, effective input = power × efficiency%, reheat time = kWh ÷ effective kW, recovery rate = (P·3600) ÷ (cp·ΔT). Assumes a fully mixed store and no standing losses.
For design guidance only. Always verify with a qualified engineer.

About this cylinder recovery calculator

This free DHW cylinder recovery calculator estimates how long a stored hot-water cylinder takes to reheat (its recovery time), the energy needed, and the recovery rate in litres per hour, to raise the water from the incoming cold-feed temperature to the target stored temperature. It is aimed at UK building-services engineers, heating designers and plumbers sizing immersion heaters, boiler coils and indirect cylinders at tender or commissioning stage. Defaults follow a typical 200 litre unvented domestic cylinder heated from 10 °C mains to 60 °C by a 3 kW immersion.

How the recovery time is calculated

The method is the standard sensible-heat relationship Q = m · cp · ΔT. The temperature rise is ΔT = stored − cold feed; the stored mass is the cylinder volume in litres × a water density of 1 kg/L; and the heat required is that mass × the specific heat capacity of water, cp = 4.186 kJ/kg·K, × ΔT. Energy is converted to kWh (1 kWh = 3600 kJ), the effective heat input is the source power × the efficiency percentage, and the reheat time is energy ÷ effective power. The recovery rate is (Peff × 3600) ÷ (cp · ΔT), the litres raised from cold to target in one hour. The form used by UK trade cylinder-recovery calculators, and algebraically identical to volume ÷ reheat time. The 60 °C default reflects HSE L8/ACOP guidance on storing DHW hot enough to control Legionella.

Reviewed by
Managing Director at Ensign Software. Over 20 years working with UK mechanical, electrical, MEP, ductwork and insulation contractors.
Each calculator cites the standard it follows. For design guidance only: always verify the result with a qualified engineer.

Frequently asked questions

What efficiency should I enter?

For a direct electric immersion, use 100 %, effectively all the element’s output reaches the water. For an indirect coil fed by a boiler or heat pump, enter the heat-transfer efficiency of the coil into the store (commonly 80–90 %) so the effective input, and therefore the reheat time, reflect real performance.

Why is my recovery time longer than the manufacturer’s figure?

This calculator assumes a fully mixed store with no standing losses and a constant heat input. Real cylinders stratify, lose heat through the insulation, and a heat-pump or boiler output falls as the store warms, so allow a margin. Use it for indicative sizing, then confirm against manufacturer recovery data.

Should I store hot water at 60 °C?

HSE’s L8 Approved Code of Practice recommends storing DHW at 60 °C and distributing it at 50 °C or above to control Legionella, which is why 60 °C is the default target. Higher store temperatures increase the energy and recovery time for the same heat input.

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