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RESEARCH INVENTY: International Journal of Engineering and Science
ISSN: 2278-4721, Vol. 1, Issue 7 (November 2012), PP 46-50
www.researchinventy.com

Design and Development of Switchable Fractal Patch Antenna for
                      GPS Application
             1
                 Vivek Ram, 2Vandit Anjaria, 3Punit Boriya, 4Nirali Patel
                                                 1,
                                                   Asst. Prof. MEFGI
                                               2,3,4,
                                                    PG Student MEFGI




Abstract - This paper presents stacked fractal patch antenna for reducing radio frequency interference.
Mitigation of intentional and unintentional jamming of GPS signals is a must in the antenna design for robust
system performance. To achieve this, two fractal patch antennas with different radiation patterns are stacked
one over the other and they are selected using diode switching. This combination of features is packed in a
single antenna unit that can be a direct replacement of existing antennas. Fractal patch antenna is proposed to
reduce the size with miniaturization techniques, not only for the single element structure, but also in the stacked
design. The designs of fractal patch antenna operate at 1.776 GHz for Global Positioning System (GPS)
application. The fractal structure is introduced into the basic structure intended to reduce the frequency of
operation. Hence miniaturization can be achieved. Simulation has been performed using software package
Zeland IE3D.
Keywords: Patch Antenna, GPS, Fractal Patch Antenna.

                                                        INTRODUCTION
         Antenna is a key building in wireless communication and Global Positioning system since it was first
demonstrate in 1886 by Heinrich Hertz and its practical application by Guglielmo Marconi in 1901[l]. Future
trend in communication design is towards compact devices. Low cost of fabrication and low profile features,
attract many researchers to investigate the performance of parch antenna in various ways. Fractal geometries are
basically based on the shape found in nature and named such as Koch-island, Minko wski or Sierp inski-carpet.
The space-filling properties of the antenna make it possible to reveal a lower resonant frequency than the basic
structure [2]. The fractal can be done for several iterations until the frequency change is very small. Fractals can
be used to miniaturize patch elements as well as wire elements, due to their space filling properties. The space
concept of increasing the electrical length of a radiator can be applied to a patch element.

                                          I.      ANTENNA CONFIGURATION
        Basically, antenna is designed based on the wavelength, λ. It is well known that λ is given by the
following equation.
                                                 λ=c/fo   (1)
         where c is the light velocity and fo is the resonant frequency. Consequently, the size of the antenna will
increase as the resonant frequency decreases. The fractal antenna is designed such to obtain a smaller size
antenna that can operate at the same frequency. The width and length of the patch antenna are calculated as
follows:
                                                            c
                                               W 
                                                            ( r  1)
                                                      2 f0
                                                                2
                                                                  c
                                                      L
                                                           2 f 0  reff
                    Where εr is the dielectric constant εreff is the effective dielectric constant.

1.1 Fractal Patch Antenna
         Fig 1 shows the antenna structure 1.The basic patch antenna is 50.71mm long and 39.15mm wide with
a height of 2.4mm.The antenna structure is exteremely simple, yet offer good RF performance giving a single
resonant frequency. The microstrip patch antenna is fed with a coaxial feed at about (-10,17)mm.
                                                             46
Design and Development of Switchable Fractal Patch Antenna…




                         TABLE 1: SPECIFICATIONS OF ANTENNA STRUCTURE1

                                        Parameters             Dimensions
                                        Rectangle Length       50.71mm
                                        Rectangle Width        39.15mm
                                        Patch Thickness        2.4mm

          The fractal structure was designed with 0.25 iteration factor. The Koch curve removes at the centre of
each side is 25% of the side length due to 0.25 iteration factor. The procedure is then continued for second
iteration. Th is process has contributed to the increases in electrical length of the antenna. Thus, the resonant
frequency would decrease.

1.2 Stacked Fractal Patch Antenna
          The antenna has two Fractal patch antenna elements with different radiation pattern. The two antenna
elements are in sufficiently close proximity to each other that strong mutual coupling would normally takes
place, disrupting their independent operation. The two antenna elements may be operated independently of each
other by selectively disabling one or the other of the two elements. More specifically, d iodes are used to isolate
the two elements so that, in operation, the elements can be used independently, giving two radiation patterns. In
one selected mode, a nominal radiat ion pattern provides a broad, hemispherical shaped sensitivity that is
designed for acquiring and tracking all navigation satellite above the horizon. The second selectable radiation
pattern of the dual element has higher gain towards horizon and lower gain at and below the horizon to mitigate
interferences. In the two fractal patch antenna, the upper dielectric substrate has a high dielectric constant so that
the size of the upper patch minimized. The d ielectric constant of 4.4 yields an upper patch element. The lower
dielectric substrate preferably has a very low dielectric constant near or equal to 1.0.This results in the large
lower element whose edges have a length of approximately one-half wavelength at the design frequency.




                                      Fig 2: Stacked Fractal Patch Antenna 2

                         TABLE 2: SPECIFICATIONS OF ANTENNA STRUCTURE2
                    Parameters     Lower Patch Di mensions Upper Patch Di mensions
                Rectangle Length   50.71mm                 102.87mm
                Rectangle Width    39.15mm                 107.14mm
                Patch Thickness    2.4mm                   3mm
                Dielectric         4.4                     1
                Constant

                                          II. SIMULATION RESULTS
        These antennas are meshed with meshing frequency 1.8, 1.227, 1.176GHz. Scattering matrix
parameter, voltage standing wave ratio parameter, impedance matching are noted here. Fig. 3, 4,5 Shows the
antennas return loss is less than -10 db in S(1,1)parameter d isplay.



                                                         47
Design and Development of Switchable Fractal Patch Antenna…




Fig. 3: S-Parameter Display of Basic Patch Antenna at 1.8GHz




         Fig. 4: S-Parameter Display of First Iteration
                   Fractal Patch at 1.227GHz




        Fig. 5: S-Parameter Display of second Iteration
                   Fractal Patch at 1.776GHz




Fig. 6: S-Parameter Display of Stacked Fractal Patch Antenna 2



                              48
Design and Development of Switchable Fractal Patch Antenna…




                            Fig. 7: VSW R of Antenna Structures1 at Frequencies
                                            1.8, 1.227, 1.776GHz
         The VSW R indicates the mis match between the antenna and the transmission line . It is got for the
resonant frequencies the VSW R value closer to unity. Simu lated maximu m antenna gain is close to 2 db.




                               Fig. 8: VSW R of Stacked Fractal Patch Antenna

         Impedance parameters display is shown in fig.9 and 10 for antenna 1 and antenna 2 res pectively.
Around 50 ohms impedance is got for the resonant frequencies in both real and imag inary curves. Smith chart
results of these antennas show good radiation characteristics and is shown in fig. 9 and fig. 10.


                                                      49
Design and Development of Switchable Fractal Patch Antenna…




                                         Fig. 9: Smith Chart of Antenna Structure1




                                Fig. 10: Smith Chart of Stacked Fractal Patch Antenna 2

                         TABLE 3: COMPARISON OF ANTENNA PERFORMA NCES
                  Parameters       Antenna Before Stacked Antenna After Stacked
                  Return Loss(db)  -15                    -29.01
                  VSW R            1.78                   1.30
                  Smith Chart      55.1                   56

                                   TABLE 4: SUMMARY OF SIZE REDUCTION
                           Iteration         Reduction(GHz)   Reduction in size(% )
                               0                   1.8                 0
                              1st                1.227                57.3
                              2nd                1.176                62.4

Table 4 shows the summary of size reduction for the fractal structures. Simu lations show that the first iteration
structure had resonated at 1.227 GHz. Conventional patch size for 1.227GHz is about
74.39mm×57.83mm.Fractal technique can reduce the size about 62.4 percent.

                                                      III.       CONCLUS ION
          In this paper, the fractal structure is intended to reduce the patch antenna size. As a part of the basic
structure is re move at certain iterat ion factor, the electrical length of the antenna increases. Thus make it
possible to yield a lo wer resonant frequency than the basic structure. The resonant frequency had decreased as
the iteration number increased. The stacked fractal patch antenna with a capacity of rejecting jamming.

                                                        REFERENCES
[1]    John P. Gianvittorio , and Yahya Rahmat Samii , “Fractal Antennas: Novel Antenna Miniaturization T echnique, and Applications”,
       lEEE Antenna’s and Propagation Magazine, Vol. 44, No. I, pp. 20-32, February, 2002.
[2]     IIK Kwon Kim , Tae Hoon Yoo , Jong Gwan Yook, Han Kyu Park, “The Koch Island Fractal Microstrip Patch Antenna”, Antennas
       and Propagation Society, 2001 IEEE International Sym, Vol. 2,pp. 736 -739,2001.
[3]    John D. Kraus, Ronald J. Marhefka, Antennas for All Applications, New York: McGrawHill , 2002. Romeu , J., Borja, C., Blanch,
       S., “ High Directivity Modes in the Koch Island Fractal Patch Antenna”,
[4]    Antennas and Propagation Society International Symposium, 2000. IEEE,Vol.3, pp.1696-1699,2000.
[5]    M.Ismail, H.Elsadek, E.A.Abdullah and A.A.Ammar. “Pulse 2.45 Fractal Microstrip Patch Antenna”, Microstrip Department,
       Electronics Research Institute, E1-Tahrir st., National Research Center building, EGYPT, Dec 2007.
[6]    S.T edjini, T.P.Vuong, and V.Beroulle, “Antenna for RFID tags.” in proceeding of smart objects and Ambient Intelligence
       Conference, vol,121,oct.2005.
[7]     J.Guterman, A.A.Moreira, and C.Peixeiro,”Dual-band miniaturized microstrip fractal antenna for small GSM1800+UMT S mobile
       handset,” in proceeding of 12th IEEE Mediterranean Electro technical Conference, Dubrovnik, May 2004.
[8]    J. Romeu and J. Soler, “Generalized Sierpinski Fractal Multiband Antenna,” IEEE Transaction Antennas and Propagation, vol. 49,
       no. 8, pp. 1237-1239, August 2001.
[9]     R.Q. Lee and K.F. Lee, “Experimental Study of T wo-layer Electromagnetically Coupled Rectangular Patch Antenna,”IEEE Trans.
       Antennas Propagat., vol.AP-38, no.8, pp.1298-1302, August 1990.
[10]   Chatree Mahatthanajatupha and Prayoot Akkaraekthalin, “An NP generator model for Microstrip Minkowski fractal
       antenna,”Proceeding of the 3rd ECTI, vol.2, pp.749-752, May 2006.
[11]   J. Romeu and J. Soler, “Generalized Sierpinski Fractal Multiband Antenna,” IEEE Transactions on Antennas and Propagation, vol.
       49, no. 8, pp. 1237-1239, August 2001 .


                                                                50

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Research Inventy : International Journal of Engineering and Science is published by the group of young academic and industrial researchers with 12 Issues per year.

  • 1. RESEARCH INVENTY: International Journal of Engineering and Science ISSN: 2278-4721, Vol. 1, Issue 7 (November 2012), PP 46-50 www.researchinventy.com Design and Development of Switchable Fractal Patch Antenna for GPS Application 1 Vivek Ram, 2Vandit Anjaria, 3Punit Boriya, 4Nirali Patel 1, Asst. Prof. MEFGI 2,3,4, PG Student MEFGI Abstract - This paper presents stacked fractal patch antenna for reducing radio frequency interference. Mitigation of intentional and unintentional jamming of GPS signals is a must in the antenna design for robust system performance. To achieve this, two fractal patch antennas with different radiation patterns are stacked one over the other and they are selected using diode switching. This combination of features is packed in a single antenna unit that can be a direct replacement of existing antennas. Fractal patch antenna is proposed to reduce the size with miniaturization techniques, not only for the single element structure, but also in the stacked design. The designs of fractal patch antenna operate at 1.776 GHz for Global Positioning System (GPS) application. The fractal structure is introduced into the basic structure intended to reduce the frequency of operation. Hence miniaturization can be achieved. Simulation has been performed using software package Zeland IE3D. Keywords: Patch Antenna, GPS, Fractal Patch Antenna. INTRODUCTION Antenna is a key building in wireless communication and Global Positioning system since it was first demonstrate in 1886 by Heinrich Hertz and its practical application by Guglielmo Marconi in 1901[l]. Future trend in communication design is towards compact devices. Low cost of fabrication and low profile features, attract many researchers to investigate the performance of parch antenna in various ways. Fractal geometries are basically based on the shape found in nature and named such as Koch-island, Minko wski or Sierp inski-carpet. The space-filling properties of the antenna make it possible to reveal a lower resonant frequency than the basic structure [2]. The fractal can be done for several iterations until the frequency change is very small. Fractals can be used to miniaturize patch elements as well as wire elements, due to their space filling properties. The space concept of increasing the electrical length of a radiator can be applied to a patch element. I. ANTENNA CONFIGURATION Basically, antenna is designed based on the wavelength, λ. It is well known that λ is given by the following equation. λ=c/fo (1) where c is the light velocity and fo is the resonant frequency. Consequently, the size of the antenna will increase as the resonant frequency decreases. The fractal antenna is designed such to obtain a smaller size antenna that can operate at the same frequency. The width and length of the patch antenna are calculated as follows: c W  ( r  1) 2 f0 2 c L 2 f 0  reff Where εr is the dielectric constant εreff is the effective dielectric constant. 1.1 Fractal Patch Antenna Fig 1 shows the antenna structure 1.The basic patch antenna is 50.71mm long and 39.15mm wide with a height of 2.4mm.The antenna structure is exteremely simple, yet offer good RF performance giving a single resonant frequency. The microstrip patch antenna is fed with a coaxial feed at about (-10,17)mm. 46
  • 2. Design and Development of Switchable Fractal Patch Antenna… TABLE 1: SPECIFICATIONS OF ANTENNA STRUCTURE1 Parameters Dimensions Rectangle Length 50.71mm Rectangle Width 39.15mm Patch Thickness 2.4mm The fractal structure was designed with 0.25 iteration factor. The Koch curve removes at the centre of each side is 25% of the side length due to 0.25 iteration factor. The procedure is then continued for second iteration. Th is process has contributed to the increases in electrical length of the antenna. Thus, the resonant frequency would decrease. 1.2 Stacked Fractal Patch Antenna The antenna has two Fractal patch antenna elements with different radiation pattern. The two antenna elements are in sufficiently close proximity to each other that strong mutual coupling would normally takes place, disrupting their independent operation. The two antenna elements may be operated independently of each other by selectively disabling one or the other of the two elements. More specifically, d iodes are used to isolate the two elements so that, in operation, the elements can be used independently, giving two radiation patterns. In one selected mode, a nominal radiat ion pattern provides a broad, hemispherical shaped sensitivity that is designed for acquiring and tracking all navigation satellite above the horizon. The second selectable radiation pattern of the dual element has higher gain towards horizon and lower gain at and below the horizon to mitigate interferences. In the two fractal patch antenna, the upper dielectric substrate has a high dielectric constant so that the size of the upper patch minimized. The d ielectric constant of 4.4 yields an upper patch element. The lower dielectric substrate preferably has a very low dielectric constant near or equal to 1.0.This results in the large lower element whose edges have a length of approximately one-half wavelength at the design frequency. Fig 2: Stacked Fractal Patch Antenna 2 TABLE 2: SPECIFICATIONS OF ANTENNA STRUCTURE2 Parameters Lower Patch Di mensions Upper Patch Di mensions Rectangle Length 50.71mm 102.87mm Rectangle Width 39.15mm 107.14mm Patch Thickness 2.4mm 3mm Dielectric 4.4 1 Constant II. SIMULATION RESULTS These antennas are meshed with meshing frequency 1.8, 1.227, 1.176GHz. Scattering matrix parameter, voltage standing wave ratio parameter, impedance matching are noted here. Fig. 3, 4,5 Shows the antennas return loss is less than -10 db in S(1,1)parameter d isplay. 47
  • 3. Design and Development of Switchable Fractal Patch Antenna… Fig. 3: S-Parameter Display of Basic Patch Antenna at 1.8GHz Fig. 4: S-Parameter Display of First Iteration Fractal Patch at 1.227GHz Fig. 5: S-Parameter Display of second Iteration Fractal Patch at 1.776GHz Fig. 6: S-Parameter Display of Stacked Fractal Patch Antenna 2 48
  • 4. Design and Development of Switchable Fractal Patch Antenna… Fig. 7: VSW R of Antenna Structures1 at Frequencies 1.8, 1.227, 1.776GHz The VSW R indicates the mis match between the antenna and the transmission line . It is got for the resonant frequencies the VSW R value closer to unity. Simu lated maximu m antenna gain is close to 2 db. Fig. 8: VSW R of Stacked Fractal Patch Antenna Impedance parameters display is shown in fig.9 and 10 for antenna 1 and antenna 2 res pectively. Around 50 ohms impedance is got for the resonant frequencies in both real and imag inary curves. Smith chart results of these antennas show good radiation characteristics and is shown in fig. 9 and fig. 10. 49
  • 5. Design and Development of Switchable Fractal Patch Antenna… Fig. 9: Smith Chart of Antenna Structure1 Fig. 10: Smith Chart of Stacked Fractal Patch Antenna 2 TABLE 3: COMPARISON OF ANTENNA PERFORMA NCES Parameters Antenna Before Stacked Antenna After Stacked Return Loss(db) -15 -29.01 VSW R 1.78 1.30 Smith Chart 55.1 56 TABLE 4: SUMMARY OF SIZE REDUCTION Iteration Reduction(GHz) Reduction in size(% ) 0 1.8 0 1st 1.227 57.3 2nd 1.176 62.4 Table 4 shows the summary of size reduction for the fractal structures. Simu lations show that the first iteration structure had resonated at 1.227 GHz. Conventional patch size for 1.227GHz is about 74.39mm×57.83mm.Fractal technique can reduce the size about 62.4 percent. III. CONCLUS ION In this paper, the fractal structure is intended to reduce the patch antenna size. As a part of the basic structure is re move at certain iterat ion factor, the electrical length of the antenna increases. Thus make it possible to yield a lo wer resonant frequency than the basic structure. The resonant frequency had decreased as the iteration number increased. The stacked fractal patch antenna with a capacity of rejecting jamming. REFERENCES [1] John P. Gianvittorio , and Yahya Rahmat Samii , “Fractal Antennas: Novel Antenna Miniaturization T echnique, and Applications”, lEEE Antenna’s and Propagation Magazine, Vol. 44, No. I, pp. 20-32, February, 2002. [2] IIK Kwon Kim , Tae Hoon Yoo , Jong Gwan Yook, Han Kyu Park, “The Koch Island Fractal Microstrip Patch Antenna”, Antennas and Propagation Society, 2001 IEEE International Sym, Vol. 2,pp. 736 -739,2001. [3] John D. Kraus, Ronald J. Marhefka, Antennas for All Applications, New York: McGrawHill , 2002. Romeu , J., Borja, C., Blanch, S., “ High Directivity Modes in the Koch Island Fractal Patch Antenna”, [4] Antennas and Propagation Society International Symposium, 2000. IEEE,Vol.3, pp.1696-1699,2000. [5] M.Ismail, H.Elsadek, E.A.Abdullah and A.A.Ammar. “Pulse 2.45 Fractal Microstrip Patch Antenna”, Microstrip Department, Electronics Research Institute, E1-Tahrir st., National Research Center building, EGYPT, Dec 2007. [6] S.T edjini, T.P.Vuong, and V.Beroulle, “Antenna for RFID tags.” in proceeding of smart objects and Ambient Intelligence Conference, vol,121,oct.2005. [7] J.Guterman, A.A.Moreira, and C.Peixeiro,”Dual-band miniaturized microstrip fractal antenna for small GSM1800+UMT S mobile handset,” in proceeding of 12th IEEE Mediterranean Electro technical Conference, Dubrovnik, May 2004. [8] J. Romeu and J. Soler, “Generalized Sierpinski Fractal Multiband Antenna,” IEEE Transaction Antennas and Propagation, vol. 49, no. 8, pp. 1237-1239, August 2001. [9] R.Q. Lee and K.F. Lee, “Experimental Study of T wo-layer Electromagnetically Coupled Rectangular Patch Antenna,”IEEE Trans. Antennas Propagat., vol.AP-38, no.8, pp.1298-1302, August 1990. [10] Chatree Mahatthanajatupha and Prayoot Akkaraekthalin, “An NP generator model for Microstrip Minkowski fractal antenna,”Proceeding of the 3rd ECTI, vol.2, pp.749-752, May 2006. [11] J. Romeu and J. Soler, “Generalized Sierpinski Fractal Multiband Antenna,” IEEE Transactions on Antennas and Propagation, vol. 49, no. 8, pp. 1237-1239, August 2001 . 50