Battery knowledge · Thermal management and heat transfer

Heat transfer modes

The three ways heat moves: conduction through solids and still fluids, convection carried by a moving fluid, and radiation emitted as infrared by every warm surface. In a pack, conduction takes heat from the cell into the cooling plate and convection carries it away in the coolant; radiation matters mainly at the high temperatures of thermal runaway. [1]

Also called
conduction, convection, thermal radiation

Example

Thermal management and heat transfer: an example situation

Equal total heat in different layouts can produce different gradients. Average temperature can miss a hot spot.

Read Heat transfer modes alongside Cooling plate in this context. A flat aluminium channel assembly under or between the cells through which coolant, usually a water–glycol mix, is pumped. Heat crosses from cell to plate through a thermal interface material; the plate also sets the pack’s temperature uniformity.

Use in Lemonergy

Lemonergy Studio blocks

Electrothermal resistor worked example

Linear temperature coefficient with positive floor; all electrical dissipation enters the thermal port

Blocks to use

  1. Electrothermal resistor

    Conserving component solved simultaneously with the connected network. Linear temperature coefficient with positive floor; all electrical dissipation enters the thermal port

    Inputs & settings
    • Use the block reference for settings and connections.
    • Bundled example verified on the production release of 28 October 2026.

This overview identifies the components to use. Follow the example in Lemonergy for their connections and settings.

  1. Review the interface, units and model limits.
  2. Open the Studio example and run its bundled model.
  3. Compare outputs with the numerical checks; change one input and run again.

Example. Editable first-party network. supply: voltageV=12; hot-boundary: differenceK=350; cold-boundary: differenceK=300. Checks below were verified in the native execution engine.

Observe. Inspect the output channels and checks on the block reference page.

Linear temperature coefficient with positive floor; all electrical dissipation enters the thermal port Demonstration parameters are not calibrated hardware data. Singular or incompatible ideal constraints and unsupported state ranges stop the run.

Open Studio example →

Lemonergy Studio blocks

Insulated branch with initial temperature target worked example

Zero heat transfer; initializes directly attached unspecified thermal storage temperatures and verifies the consistent initial difference

Blocks to use

  1. Insulated branch with initial temperature target

    Conserving component solved simultaneously with the connected network. Zero heat transfer; initializes directly attached unspecified thermal storage temperatures and verifies the consistent initial difference

    Inputs & settings
    • Use the block reference for settings and connections.
    • Bundled example verified on the production release of 28 October 2026.

This overview identifies the components to use. Follow the example in Lemonergy for their connections and settings.

  1. Review the interface, units and model limits.
  2. Open the Studio example and run its bundled model.
  3. Compare outputs with the numerical checks; change one input and run again.

Example. Editable first-party network. constraint: initialDifferenceK=20. Checks below were verified in the native execution engine.

Observe. Inspect the output channels and checks on the block reference page.

Zero heat transfer; initializes directly attached unspecified thermal storage temperatures and verifies the consistent initial difference Demonstration parameters are not calibrated hardware data. Singular or incompatible ideal constraints and unsupported state ranges stop the run.

Open Studio example →

Lemonergy Studio blocks

Phase-change thermal mass worked example

Enthalpy storage with a finite linear melting interval; constant sensible heat capacity, no supercooling or hysteresis

Blocks to use

  1. Phase-change thermal mass

    Conserving component solved simultaneously with the connected network. Enthalpy storage with a finite linear melting interval; constant sensible heat capacity, no supercooling or hysteresis

    Inputs & settings
    • Use the block reference for settings and connections.
    • Bundled example verified on the production release of 28 October 2026.

This overview identifies the components to use. Follow the example in Lemonergy for their connections and settings.

  1. Review the interface, units and model limits.
  2. Open the Studio example and run its bundled model.
  3. Compare outputs with the numerical checks; change one input and run again.

Example. Editable first-party network. mass: specificHeatJkgK=2; mass: latentHeatJkg=100; mass: solidusK=310; mass: liquidusK=320; mass: initialTemperatureK=310; heater: heatFlowW=12. Checks below were verified in the native execution engine.

Observe. Inspect the output channels and checks on the block reference page.

Enthalpy storage with a finite linear melting interval; constant sensible heat capacity, no supercooling or hysteresis Demonstration parameters are not calibrated hardware data. Singular or incompatible ideal constraints and unsupported state ranges stop the run.

Open Studio example →
All connected Lemonergy block references
Studio interfaces connected to this concept

These components declare this quantity or operation. Their individual pages distinguish authoring metadata from numerical verification.

References & further reading

Technical references

  1. University Physics Volume 2, §1.6: Mechanisms of Heat Transfer

    OpenStax, Rice University

    Technical reference · Conduction, convection, radiation and thermal resistance.

Further reading on this topic

These sources provide broader context; they are not presented as citations for every statement in this entry.

  1. A General Energy Balance for Battery Systems

    Dawn Bernardi, Ellen Pawlikowski, John Newman · Journal of The Electrochemical Society · 1985

    Topic background · Battery energy balance and irreversible and reversible heat contributions. Reduced thermal models require explicit assumptions and current-sign conventions.