Battery knowledge · Thermal management and heat transfer
Thermal conductivity
How readily a material conducts heat: the heat flux per unit temperature gradient. Cells are strongly anisotropic — around 25–45 W/(m·K) in-plane, along the metal foils, but below 1 W/(m·K) through-plane, across separators and coatings — so the side a cell is cooled from decides how hot its core runs. [1]
- Abbreviation
- k
- Also called
- λ, through-plane conductivity, in-plane conductivity
- Unit
- W/(m·K)
- Relationship
- q″ = −k·dT/dx
Example
Calculate a slab heat flow
An illustrative 2 mm layer with k = 1 W/(m·K), area 0.01 m² and a 10 K temperature difference transfers 50 W in steady one-dimensional conduction. Contact resistances and edge losses are omitted.
Explore the graph
Thermal conductivity scales heat flux for the same spatial temperature gradient.
A +100 K/m gradient gives -200 W/m². Through 0.01 m², that is -2 W in the positive coordinate direction.
q″ = −k dT/dx; heat rate = q″ × area
Illustrative model. One-dimensional, constant isotropic conductivity. Layered cells generally need direction-specific values and boundary conditions.
Use in Lemonergy
Select spatial detail for the question.
This is a reference concept. No executable Lemonergy block has been verified for this term.
References & further reading
Technical references
- 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.
- 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.