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In this work, the finite different time domain (FDTD) method was selected for the design and optimization of UWB antennas in many different application areas. They include ground penetrating radar (GPR), anechoic chamber feed antenna, near field probe antenna and tapered chamber feed. All these antennas require UWB operation, dual linear polarization, and broad beamwidth. For each application area, they have their own detail operation requirements. With the help of the FDTD code and through understanding, the antennas are deeply studied and analyzed for the final design. This process saves…mehr

Produktbeschreibung
In this work, the finite different time domain (FDTD)
method was selected for the design and optimization
of UWB antennas in many different application areas.
They include ground penetrating radar (GPR), anechoic
chamber feed antenna, near field probe antenna and
tapered chamber feed.
All these antennas require UWB operation, dual linear
polarization, and broad beamwidth. For each
application area, they have their own detail
operation requirements. With the help of the FDTD
code and through understanding, the antennas are
deeply studied and analyzed for the final design.
This process saves time and cost compared to the
repeated prototyping. For the verification of the
numerical result, prototype antennas are built,
measured and compared to its numerical model result.
The measurement and the simulations agree due to the
realistic modeling of the geometry.
Autorenporträt
Kwan-ho Lee received the M.S. and Ph.D. degrees in electrical and
computer engineering from The Ohio State University, Columbus,
OH, USA. His research interests include computational
electromagnetics,
ultrawide bandwidth (UWB) antenna development, subsurface target
detections and classifications, RF circuits design and object
oriented programming.