Lorenz coefficient
coefficient of proportionality in the Wiedemann-Franz law
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Lorenz coefficient
Summary
Key Facts
- Ludvig Lorenz is named after Lorenz coefficient[1].
- Lorenz coefficient's subclass of is recorded as physical quantity[2].
- Lorenz coefficient's described by source is recorded as ISO 80000-12:2019 Quantities and units — Part 12: Condensed matter physics[3].
- Lorenz coefficient's different from is recorded as Wiedemann–Franz law[4].
- Lorenz coefficient's defining formula is recorded as L = \frac{\lambda}{\sigma T}[5].
- Lorenz coefficient's ISQ dimension is recorded as \mathsf{L}^4 \mathsf{M}^2 \mathsf{T}^{-6} \mathsf{I}^{-2} \mathsf{\Theta}^{-2}[6].
- Lorenz coefficient's maintained by WikiProject is recorded as WikiProject Mathematics[7].
- Lorenz coefficient's in defining formula is recorded as L[8].
- Lorenz coefficient's in defining formula is recorded as \lambda[9].
- Lorenz coefficient's in defining formula is recorded as \sigma[10].
- Lorenz coefficient's in defining formula is recorded as T[11].
- Lorenz coefficient's Wolfram Language quantity ID is recorded as LorenzCoefficient[12].
- Lorenz coefficient's quantity symbol is recorded as L[13].
- Lorenz coefficient's recommended unit of measurement is recorded as square volt per square kelvin[14].
- Lorenz coefficient's recommended unit of measurement is recorded as square kilogram quartic metre per sextic second square ampere square kelvin[15].
- Lorenz coefficient's QUDT quantity kind ID is recorded as LorenzCoefficient[16].
- Lorenz coefficient's QUDT dimension ID is recorded as A0E-2L4I0M2H-2T-6D0[17].