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Heat Transfer Calculator (Conduction, Convection, Radiation)

Calculate 1D thermal conduction, convective cooling, and Stefan-Boltzmann radiation

Thermodynamic Transport

Heat Transfer Calculator

Conduction (Fourier), Convection (Newton), and Radiation (Stefan-Boltzmann) rate ($Q$) & thermal resistance ($Rth$).

Heat Transfer Rate (Q)
140 W
0.14 kW dissipation
Heat Flux (q)
56 W/m²
Thermal intensity
Thermal Resistance
0.5 K/W
Rth barrier metric

About Heat Transfer Calculator (Conduction, Convection, Radiation)

Calculate thermal energy transfer rates (Q in Watts and kW), heat flux (W/m²), and thermal resistance (R_th in K/W) across all three primary thermodynamic modes: Fourier Conduction, Newton Convective Cooling, and Stefan-Boltzmann Thermal Radiation.

Key Capabilities & Features

  • 1D Solid Conduction: Fourier's law Q = (k · A · ΔT) / L with thermal conductivity k
  • Fluid Convection: Newton's law of cooling Q = h · A · ΔT with convection coefficient h
  • Thermal Radiation: Stefan-Boltzmann law Q = ε · σ · A · (T1⁴ - T2⁴) with surface emissivity ε
  • Computes total heat transfer rate (Watts and kW) and heat flux density (W/m²)
  • Calculates equivalent thermal resistance barrier metric R_th (Kelvins per Watt)

How to Use Heat Transfer Calculator (Conduction, Convection, Radiation)

1

Select Heat Transfer Mode

Choose Conduction (solid walls), Convection (fluids), or Radiation (surfaces).

2

Enter Temperatures & Area

Input hot and cold temperatures in °C and effective heat transfer surface area in m².

3

Inspect Heat Rate & Flux

Review dissipated thermal wattage (W), heat flux (W/m²), and thermal resistance.

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Client-side thermodynamic physics engine.

Frequently Asked Questions

What is thermal conductivity (k)?

Thermal conductivity k (measured in W/m·K) measures a material's inherent ability to conduct heat. High values indicate thermal conductors (copper ~400), while low values indicate insulation (aerogel/fiberglass ~0.03-0.04).

Why does thermal radiation depend on temperature to the 4th power?

Stefan-Boltzmann law governs radiant electromagnetic emission from matter: E = ε · σ · T⁴. Because energy scales with absolute temperature (Kelvin) to the fourth power, radiation dominates at high temperatures.