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Pipe Heat Loss Calculator (Insulated and Bare)

Heat loss per metre of a bare or insulated pipe, with total loss, annual energy and outside surface temperature. Enter the outside coefficient or have it calculated for still air.

How is pipe heat loss calculated?

A pipe carrying hot fluid gives up heat to its surroundings all the time. The heat is first conducted through the pipe wall and any insulation, then leaves the outside surface by convection and radiation. Each step acts as a thermal resistance and the resistances add:

q_L = (t_fluid − t_ambient) / R

The resistance per unit length of a cylindrical layer is ln(D_outer / D_inner) / (2π × λ) and that of the outside surface is 1 / (h × π × D_outer). The result is in watts per metre. Multiply by length for the total loss and by operating time for the annual energy.

Example

A bare steel pipe of 60.3 mm outside diameter carries water at 80 °C in a 20 °C room with an outside coefficient of 10 W/(m²·K). The surface resistance is 1 / (10 × π × 0.0603) = 0.528 m·K/W and the loss is 60 / 0.528 = 114 W/m. Ten metres of pipe lose about 9950 kWh a year.

Wrap the same pipe in 30 mm of insulation with a conductivity of 0.04 W/(m·K) and the insulation adds 2.75 m·K/W. The loss falls to about 20 W/m, a reduction of 82 percent. The outside surface drops from about 80 °C to about 25 °C.

The outside heat transfer coefficient

The most uncertain input is the coefficient at the outside surface. On a bare pipe it sets the result directly, on a well insulated pipe it matters less. If you do not know it, the tool calculates free convection for a horizontal pipe in still air with the Churchill and Chu correlation and radiation with the Stefan-Boltzmann law. Bright aluminium cladding radiates very little, so emissivity changes the result noticeably.

Critical radius of insulation

Adding insulation does two things at once: it raises the conduction resistance but also enlarges the outside surface. On very small pipes and cables the second effect can win and thin insulation increases the loss. The limit is r_cr = λ_insulation / h_outside. For building services pipework this radius is usually a few millimetres, so in practice insulation always helps.

Limits

This is a preliminary calculation. Losses at valves and flanges, temperature dependent insulation conductivity, moisture, wind and buried pipes are outside its scope. On cold lines check for surface condensation as well as heat gain.

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