Heat Transfer Coefficient Calculator

Calculate a convection heat transfer coefficient from thermal rate, area, and temperature difference.

Convection Coefficient
Solve h = Q ÷ (A × ΔT) with measured or design heat-transfer data.

About Heat Transfer Coefficients

The convective heat transfer coefficient, commonly represented by h, connects heat flow at a surface to surface area and the temperature difference between that surface and an adjacent fluid. Newton's law of cooling states that heat-transfer rate equals h multiplied by area and temperature difference. Rearranging the relation gives h = Q ÷ (A × ΔT). This calculator performs that rearrangement and also reports heat flux, which is the heat-transfer rate divided by area. The coefficient has SI units of watts per square metre-kelvin. A temperature difference in degrees Celsius has the same numerical magnitude as a difference in kelvins, so either scale works for the difference used here. The tool takes the absolute difference between surface and fluid temperatures because the coefficient is conventionally reported as a positive magnitude. Direction can still be inferred: heat flows from the higher-temperature region toward the lower-temperature region under passive conditions. Unlike thermal conductivity, a convection coefficient is not solely a property of a substance. It combines the behavior of the fluid, flow, and surface geometry. Fluid velocity, density, viscosity, thermal conductivity, heat capacity, turbulence, orientation, roughness, and characteristic dimensions can all affect h. Natural convection in still air often has a much smaller coefficient than forced airflow, while boiling or condensation can produce much larger values. Published ranges are useful for screening, but final design values should come from suitable correlations, experiments, or validated simulation. The calculation assumes the heat rate, area, and representative temperatures describe the same boundary and operating condition. Nonuniform wall temperatures, changing flow conditions, fouling, radiation, contact resistance, and heat loss through other paths can make an experimentally inferred coefficient differ from a local coefficient. For a heat exchanger, designers may instead need an overall heat-transfer coefficient that combines convection films, wall conduction, and fouling resistances. Use this calculator for quick convection estimates, laboratory data reduction, cooling-system checks, heat-exchanger screening, and comparison of measured operating points. Ensure that rate and area use watts and square metres, and that the chosen temperature difference represents the driving difference relevant to the model. Complex exchangers may require a log-mean temperature difference rather than a single surface-to-fluid difference.

Coefficient Examples

The same relation applies across different surface sizes and fluids.

InputsCoefficientScenario
1,000 W, 2 m², 80°C and 30°C10 W/m²·KModerate air convection
7,500 W, 1.5 m², 65°C and 25°C125 W/m²·KLiquid cooling
240 W, 0.4 m², 50°C and 20°C20 W/m²·KForced airflow over a component

How to Calculate the Coefficient

  1. Enter the measured or required heat-transfer rate in watts.
  2. Enter the active heat-transfer surface area in square metres.
  3. Enter representative surface and fluid temperatures.
  4. Select Calculate Coefficient to obtain h and heat flux.

Frequently Asked Questions

What is a heat transfer coefficient?

It measures the heat-transfer rate per unit area and temperature difference at a boundary. It summarizes the combined effect of a fluid, its motion, and surface geometry.

Is the coefficient a material property?

No. Unlike thermal conductivity, it changes with flow speed, geometry, orientation, fluid state, and operating conditions.

Can I use Celsius temperatures?

Yes, because this equation uses a temperature difference. A Celsius difference and a kelvin difference have the same numerical value.

Why does the calculator use an absolute difference?

The coefficient is normally expressed as a positive magnitude. The relative temperatures indicate whether heat travels from the surface to the fluid or in the opposite direction.

Is this the same as an overall heat-transfer coefficient?

Not necessarily. An overall coefficient can include two convection films, wall conduction, fouling, and other resistances in a complete assembly.