Post-processing quantities (3D)
Introduction
The post-processing quantities are of two types:
- local quantities, analyzed on all points of the study domain
- global quantities, resulting from an integration, analyzed over the entire study domain or on a part of this domain
Local quantities
Local quantities available in 3D problems are presented in the table below.
Quantity | PyFlux | Unit | Explanation |
---|---|---|---|
Scalar electric potential: V | Ve | V | |
Electric field strength: ![]() |
E | V/m |
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Current density: ![]() |
J | A/m2 |
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Normal component of the current density: Jn | Jn | A/m2 |
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Magnetic flux density due to the currents: BJ | Bj | T | (Biot and Savart) |
Conductivity: σ | Sigma | S | |
Resistivity: ρ | Rho | Ω.m | |
Volume density of losses by Joule effect: dP | dLossV | W/m3 |
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Global quantities
Global quantities available in 3D problems are presented in the table below.
Global quantity | Name | Unit | Explanation |
---|---|---|---|
Laplace force on a conductor: ![]() |
Laplace Force | N |
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Losses by Joule effect: P | Losses | W |
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