tidy3d.Medium#
- class Medium[source]#
Bases:
AbstractMedium
Dispersionless medium. Mediums define the optical properties of the materials within the simulation.
- Parameters:
name (Attribute:
name
) βType
Optional[str]
Default
= None
Description
Optional unique name for medium.
frequency_range (Attribute:
frequency_range
) βType
Optional[Tuple[float, float]]
Default
= None
Units
(Hz, Hz)
Description
Optional range of validity for the medium.
allow_gain (Attribute:
allow_gain
) βType
bool
Default
= False
Description
Allow the medium to be active. Caution: simulations with a gain medium are unstable, and are likely to diverge.Simulations where βallow_gainβ is set to βTrueβ will still be charged even if diverged. Monitor data up to the divergence point will still be returned and can be useful in some cases.
nonlinear_spec (Attribute:
nonlinear_spec
) βType
Union[NonlinearSpec, NonlinearSusceptibility]
Default
= None
Description
Nonlinear spec applied on top of the base medium properties.
modulation_spec (Attribute:
modulation_spec
) βType
Optional[ModulationSpec]
Default
= None
Description
Modulation spec applied on top of the base medium properties.
heat_spec (Attribute:
heat_spec
) βType
Union[FluidSpec, SolidSpec, NoneType]
Default
= None
Description
Specification of the medium heat properties. They are used for solving the heat equation via the
HeatSimulation
interface. Such simulations can be used for investigating the influence of heat propagation on the properties of optical systems. Once the temperature distribution in the system is found usingHeatSimulation
object,Simulation.perturbed_mediums_copy()
can be used to convert mediums with perturbation models defined into spatially dependent custom mediums. Otherwise, theheat_spec
does not directly affect the running of an opticalSimulation
.permittivity (Attribute:
permittivity
) βType
ConstrainedFloatValue
Default
= 1.0
Units
None (relative permittivity)
Description
Relative permittivity.
conductivity (Attribute:
conductivity
) βType
float
Default
= 0.0
Units
S/um
Description
Electric conductivity. Defined such that the imaginary part of the complex permittivity at angular frequency omega is given by conductivity/omega.
Notes
In a dispersion-less medium, the displacement field \(D(t)\) reacts instantaneously to the applied electric field \(E(t)\).
\[D(t) = \epsilon E(t)\]Example
>>> dielectric = Medium(permittivity=4.0, name='my_medium') >>> eps = dielectric.eps_model(200e12)
See also
- Notebooks
- Lectures
- GUI
Attributes
This property computes the index of refraction related to CFL condition, so that the FDTD with this medium is stable when the time step size that doesn't take material factor into account is multiplied by
n_cfl
.Methods
eps_model
(frequency)Complex-valued permittivity as a function of frequency.
from_nk
(n,Β k,Β freq,Β **kwargs)Convert
n
andk
values at frequencyfreq
toMedium
.- permittivity#
- conductivity#
- property n_cfl#
This property computes the index of refraction related to CFL condition, so that the FDTD with this medium is stable when the time step size that doesnβt take material factor into account is multiplied by
n_cfl
.For dispersiveless medium, it equals
sqrt(permittivity)
.
- classmethod from_nk(n, k, freq, **kwargs)[source]#
Convert
n
andk
values at frequencyfreq
toMedium
.- Parameters:
n (float) β Real part of refractive index.
k (float = 0) β Imaginary part of refrative index.
freq (float) β Frequency to evaluate permittivity at (Hz).
- Returns:
medium containing the corresponding
permittivity
andconductivity
.- Return type:
- __hash__()#
Hash method.