dielectricLens
Description
The default dielectricLens object creates a Teflon dielectric lens of radius 15mm.
Use dielectricLens as an element in the planeWaveExcitation
environment with
SolverType
property set to FMM for further analysis.
Dielectric lenses are a type of lens antenna that uses the refraction of electromagnetic waves to modify the radiation pattern of a primary feed. They are often used in millimeter- and sub-millimeter-wave applications due to their compact size and flexible design. Dielectric lenses can have different shapes and refractive index profiles, depending on the desired output radiation pattern. They can be either homogeneous (uniform refractive index) or non-homogeneous (non-uniform refractive index). Some common examples of dielectric lenses are Luneburg lens, Maxwell's fish-eye lens, and delay lens.
Dielectric lenses are made of materials with high dielectric constants, such as polystyrene, polyethylene, and plexiglass. They can be integrated with various types of feeds, such as horn antennas, microstrip antennas, and waveguide antennas. They are useful for applications such as imaging, broadband communications, and automotive radar.
Creation
Description
creates a hemispherical
Teflon dielectric lens of radius 0.015 m.d
= dielectricLens
creates a
hemispherical dielectric lens, with additional Properties specified by one or
more name-value arguments. d
= dielectricLens(Name=Value)Name
is the property name and
Value
is the corresponding value. You can specify several
name-value pair arguments in any order as Name1=Value1
,
...
, NameN=ValueN
. Properties that you do not
specify retain their default values.
Properties
Object Functions
Examples
References
[1] Fernandes, C.A., Lima, E.B., Costa, J.R. (2016). Dielectric Lens Antennas. In: Chen, Z., Liu, D., Nakano, H., Qing, X., Zwick, T. (eds) Handbook of Antenna Technologies. Springer, Singapore.
[2] Santos, R. A., G. L. Fre, F. B. Mejia, and D. H. Spadoti. Dual Millimeter Wave Reconfigurable Dielectric Lens Antenna. In 2018 International Conference on Electromagnetics in Advanced Applications (ICEAA), 489–92. Cartagena des Indias: IEEE, 2018. https://doi.org/10.1109/ICEAA.2018.8520440.
Version History
Introduced in R2024a