- Open Access
- Total Downloads : 13
- Authors : A. Gobinath, Dr. N. Sureshkumar, K. K. Hema, T. Sureka, B. Pavithra
- Paper ID : IJERTCONV5IS09025
- Volume & Issue : NCIECC – 2017 (Volume 5 – Issue 09)
- Published (First Online): 24-04-2018
- ISSN (Online) : 2278-0181
- Publisher Name : IJERT
- License: This work is licensed under a Creative Commons Attribution 4.0 International License
Design of Koch Fractal Antenna for Wireless Applications
A. Gobinatp, Dr. N. SureshKumar2, K. K. Hema3, T. Sureka4, B. Pavithra5
1,2,3,4,5Department of Electronics and communication Engineering, Velammal College of Engineering and Technology, Madurai.
Abstract – This paper presents the design of Koch fractal antenna for wireless applications. The idea behind the use of Koch fractal antenna is to achieve multiband, wideband and size miniaturization.The resonant frequency used for designing the antenna is 2.45 GHz frequency. Four iterations of the antenna is designed and simulated using HFSS simulation tool. Radiation characteristics of Koch based fractal antenna is compared with existing model by the performance of antenna in terms of return loss, gain, VSWR and radiation pattern.
Keywords: Fractal antenna, Koch curve, HFSS, return loss.
I. INTRODUCTION
According to Websters dictionary, a fractal is defined as being derived from the latin word fractus which means broken, irrespective of various extremely irregular curves or shapes that repeat themselves at any scale on which they are examined. The formal mathematical definition of fractal is defined by Benoit Mandelbrot[1]. The fractals are generally self similar and independent of scale. There are various shapes of fractal antenna such as Koch curve, Sierpinski carpet, sierpinski gasket, Minkowski,Hilbert curve etc.Koch curve is generated by a simple geometric procedure which can be iterated an infinite number of times by dividing a straight line segment into three equal parts and substituting the intermediate part with two segments of the same length[2].
At present, compact and portable communication systems have increased demand in wireless communications[4]. In order to achieve multiband
/wideband performance, Koch fractal antenna was chosen.Fractal antenna can be operated at 2.45 GHz in different wireless applications such as WLAN, Wi-MAX, Bluetooth, etc[3].
II EXISTING DESIGN
In this model 3 iterations of star shaped Koch fractal antenna were designed using HFSS V13 Simulation tool, 0th Iterations Koch fractal antenna is labeled as I-0 with the length of 30 mm.
Fig. 1. 0th iteration of existing antenna
1st iteration is designed by the straight line transformation is scaled to one third of its original length, with the center line bent at = 60°
Fig. 2. 1st iteration of existing antenna
2nd iteration is designed by translating their previous iteration, which each side of the line with the same length.
Fig. 3. 2nd iteration of existing antenna
III PROPOSED ANTENNA DESIGN
WP
Ws
Lp
.
The parametric values of the proposed model is shown in the above table.
In the existing model, rectangular patch antenna was used for wireless applications. For the design of
antenna resonant frequencies, substrate thickness ,length and width of patch, etc were considered. The substrate material used for the design is FR4 epoxy substrate with dielectric constant 4.4, thickness 1.6mm and resonant frequency taken as 2GHz[3].
0.00
-2.50
-5.00
-7.50
S11[dB]
-10.00
-12.50
-15.00
-17.50
-20.00
-22.50
0.00 2.00 4.00 6.00 8.00 10.00
Frequency [GHz]
Fig.6. Simulated return loss result
S.No |
Parametres |
Description |
Values |
1. |
Ls |
Length of substrate |
40 mm |
2. |
Ws |
Width of substrate |
1.6 mm |
3. |
Lp |
Length of patch |
30 mm |
4. |
Wp |
Width of patch |
2 mm |
5. |
Lf |
Length of feedline |
5 mm |
6. |
Wf |
Width of feedline |
1.6mm |
Calculation of width ,(w)
The measured results of the above design goes well with the simulation and the wideband range of frequencies are between 2GHz and 8GHz.
w = c (1)
2
2+1
Calculation of Effective Dielectric constant(),
+1 1 1
= 2 +
[1 + 12 ]2. …..(2)2
Calculation of effective length (Leff),
Leff= c
2
(3)
Fig.6. Design of proposed antenna
Calculation of length extension (),
( + 0.3)( + 0.264)
= 0.412
The return loss vs frequency curve of the proposed model is shown below,
( 0.258)( + 0.8)
..(4)
The actual length (L) of patch,
L = h(4) .(5)
3
s = 2(1+ cos ) .(6)
Where,
c= velocity of light in free space h= substrate height
=relative permittivity of the substrate
0.00
-5.00
-10.00
S11[dB]
-15.00
-20.00
-25.00
-30.00
V RESULTS AND DISCUSSIONS
-35.00
0.00 2.00 4.00
Frequency [GHz]
6.00 8.00 10.00
The return loss measurement describes the ratio of the power in the reflected wave to the power in the incident wave in units of decibels.For an antenna to be efficient the acceptable value of return loss should be below -10dB.
Fig. 5. design of existing antenna
The return loss versus frequency curve the existing antenna is shown below,
Fig.7. Simulated return loss results
The measured results of the above design goes well with the simulation and the wideband range frequencies are between 2GHz and 10GHz.. Comparing fig5 and fig7, the proposed antenna design has wider bandwidth compared to existing antenna design.
Radiation pattern shows the directivity nature in far field region for both azimuth and elevation plane.
Fig.8. E field pattern of existing antenna
The measured radiation results of the existing antenna design I shown in the fig9.
REFERENCES
-
Ting Suo, Jingyu Han, Wei Li and Weibo Deng, Design and analysis of miniature fractal antenna,Aug 25-28,2014
-90
-60
-120
-30
-150
Radiation Pattern 2
0
1.12
0.84
0.56
0.28
-180
30
150
60
90
120
HFSSDesign1 ANSOFT
Curve Info
GainTotal Setup1 : LastAdaptive
Freq='10GHz' Phi='0deg'
GainTotal Setup1 : LastAdaptive
Freq='10GHz' Phi='90deg'
-
Chen Ting and Huang Liming, World of Fractals.
-
ParveenLuthra and KiranbirKaur, A design of rectangular patch antenna with fractal slots for multiband applications,IEEE Antenna propg. tvol 138-no.6,March- 2016
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A.Ismahayati, P.JSoh, R.Hadibah ,G.A.E.Vandenbosch, Design and analysisof multiband Koch fractal monopole antenna, International RF and microwave conference,2011
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NemanjaPoprzen, Micogacanovic, Fractal antennas: Design,Characteristics and applications.
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Andreas Peristerianos, ArgirisTheopoulos, Anastasios. G. Koutinos, TheodorosKaifas, Dual-Band Fractal Semi-Printed Element Antenna Arrays for MIMO Applications, Vol.15, pp 732-733, 2016.
Fig. 9. Radiation pattern of existing antenna
Fig.10. E field pattern of proposed antenna
The measured radiation results of the proposed antenna design I shown in the fig 10.
-
V. V. Reddy and N V. S. N. Sarma, Compact Circularly Polarized Asymmetrical Fractal Boundary Microstrip Antenna for Wireless Applications Vol.13, pp 118-121, 2014.
-
R. Poonkuzhali, Zachariah C. Alex, and T. Balakrishnan, Miniaturized Wearable Fractal Antenna for Military Applications, at VHF Band, Vol.62,pp 179-190,2016.
-
F. A. Ghaffar, M. U. Khalid, K. N. Salama, A. Shamim , 24- GHz LTCC Fractal Antenna Array SoP With Integrated Fresnel Lens, Vol.10, pp 705-708, 2011.
Radiation Pattern 1
0
HFSSDesign2 ANSOFT
GainTotal Setup1 : LastAdaptive Freq='12GHz' Phi='0deg' |
GainTotal Setup1 : LastAdaptive Freq='12GHz' Phi='90deg' |
Curve Info
-60
-30
30
4.00
3.00
60
2.00
1.00
-90 90
-120 120
-150 150
-180
Fig 11: Radiation pattern of proposed antenna
By comparing fig 9 and fig 11, we infer that proposed antenna have better simulation results and bandwidth compared to the existing antenna.
VI CONCLUSION
Koch fractal antenna with various iterations are designed and simulated in this paper for wireless applications. FR4 Epoxy substrate is chosen with thickness 1.6mm and relative permittivity of 4.4. The resonant frequency used for designing the antenna is 2.45 GHz.