Wave Equation, Electric
Wave Equation, Electric is the main feature node for this physics interface. The governing equation can be written in the form
for the time-harmonic and eigenfrequency problems. The wave number of free space k0 is defined as
where c0 is the speed of light in vacuum.
Wave Equation, Electric
Select an Electric displacement field modelRelative permittivity, Refractive index (the default), Loss tangent, loss angle, Loss tangent, dissipation factor, Dielectric loss, Drude–Lorentz dispersion model, Debye dispersion model, or Sellmeier dispersion model. See the Electric Displacement Field section for the Wave Equation, Electric node in The Electromagnetic Waves, Frequency Domain Interface for all settings.
The default Relative permeability μr, and Electric conductivity σ take values From material. For User defined enter a value or expression in the field.
Notice that the boundary element method is based on the availability of an analytic Green’s function for the domain. Thus, the Relative permittivity, the Relative permeability, and the Electric conductivity must all evaluate to constant values for each Wave Equation, Electric node.