2021
DOI: 10.2528/pierm21092002
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Sierpinski-Carpet Fractal Frequency Reconfigurable Microstrip Patch Antenna Design for Ku/K/Ka Band Application

Abstract: This work discusses the effect of reconfigurability on a Sierpinski-carpet fractal microstrip patch antenna. The implementation of reconfigurability is achieved by modeling a PIN diode as a lumped RC element on HFSS (High Frequency Structure Simulator) simulation tool. The proposed antenna design is also fabricated and tested. It is highly miniaturized having a dimension of 9.5 mm × 7.4 mm and a significantly high impedance bandwidth which is desirable for most wireless communication applications. The resultan… Show more

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Cited by 5 publications
(4 citation statements)
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“…2. A circular patch antenna's basic resonance frequency is determined by (1) Where, fr = resonant frequency of the patch X mn = 1.8411 for the dominant mode TM 11 C = velocity of the light in free space 𝜀r = relative permittivity of the substrate a e = effective radius of the circular patch and given by (2) In equation ( 2), 'a' is the actual radius of the circular patch antenna and h is the height of the substrate. By relating the areas of the circular and hexagonal radiating elements as stated in the equation given below, the aforementioned equations may be used to compute the side length s, of a hexagonal shaped microstrip patch antenna.…”
Section: Antenna Design Proceduresmentioning
confidence: 99%
See 1 more Smart Citation
“…2. A circular patch antenna's basic resonance frequency is determined by (1) Where, fr = resonant frequency of the patch X mn = 1.8411 for the dominant mode TM 11 C = velocity of the light in free space 𝜀r = relative permittivity of the substrate a e = effective radius of the circular patch and given by (2) In equation ( 2), 'a' is the actual radius of the circular patch antenna and h is the height of the substrate. By relating the areas of the circular and hexagonal radiating elements as stated in the equation given below, the aforementioned equations may be used to compute the side length s, of a hexagonal shaped microstrip patch antenna.…”
Section: Antenna Design Proceduresmentioning
confidence: 99%
“…Building a multi-band antenna with a small footprint is not only necessary, but also challenging due to the limited space available for antennas in portable devices. Microstrip antennas are appropriate for portable wireless communication devices [1][2] due to benefits such as small weight, cheap cost, and simplicity of production. In contrast, a conventional microstrip antenna Volume 13, Number 7, 2022 has a single resonance frequency and a limited band width [3].…”
Section: Introductionmentioning
confidence: 99%
“…Portable antennas are used to cover all of the following services and communication devices to cover numerous frequency bands simultaneously. The construction of a small-footprint multi-band antenna is not only essential but also demanding due to the narrow space available for antennas in handy devices [1,2]. Conventional non-planar antennas like horn, Yagi, disk, dipole, etc.…”
Section: Introductionmentioning
confidence: 99%
“…Machine learning algorithms can be used to create and optimize the radiation characteristics of the designed Sierpinski Carpet antenna (De Nicola et al, 2018). The reconfiguration of the antenna can be done by changing the antenna properties using different diode techniques (Masroor et al, 2021). The depth of the fractal structure depends on the number of iterations created in the antenna.…”
Section: Introductionmentioning
confidence: 99%