Research Paper Volume 2 Issue 3 November 2014 International Journal of Informative & Futuristic Research ISSN (Online): 2347-1697 Performance Of Microstrip Patch Antenna Using PMC Paper ID Key Words IJIFR/ V2/ E3/ 034 Page No. 666- 670 Subject Area Electronics & Telecommunication Perfect ground Plane (PGP), Perfect Magnetic Ground Conductor (PMC) M. A. Mohite 1 Dr. R. S. Patil 2 P.G. Student Department of Electronics & Telecommunication D. Y. Patil College of Engineering &Technology Kolhapur, India Professor Department of Electronics & Telecommunication D. Y. Patil College of Engineering &Technology Kolhapur, India Abstract To develop new materials with desirable electro-magnetic properties those are not currently available to microwave engineers. One unifying theme of the materials should be moderately low loss magnetic materials for microwave applications. Specific properties we have investigated are impedance matched materials, tuned enhanced permeability, reactive impedance surfaces, and negative permeability electromagnetic band-gap materials. 1 Introduction Recent applications in wireless and military communication systems have introduced a great interest in developing low profile antennas that can be integrated with compact systems like cellular phones, personal computer systems and wearable antennas [1]. However, low profile antennas above a perfect electrical conducting surface have a very small gain and bandwidth due to the destructive interference between the antenna and its image. This was the motivation to introduce the idea of using artificial magnetic conductor (AMC) surfaces as supporting structures for such low profile antennas [2].In this case, the interference between the antenna and its image would be constructive [2] and consequently the antenna gain and band width is increased. AMC surfaces can also be combined with perfect electric conductor (PEC) surfaces to develop TEM waveguide structure [3]. This TEM waveguide structure can be used for spatial power combination in high power mill metric-wave amplifiers www.ijifr.com Copyright © IJIFR 2014 666 ISSN (Online): 2347-1697 International Journal of Informative & Futuristic Research (IJIFR) Volume 2, Issue 3, November 2014 15th Edition, Page No: 666-670 [3].These applications and others were the motivation to introduce different structures of AMC surfaces. A simple configuration of such AMC surfaces can be an array of square patches arranged on a square grid above a grounded dielectric slab with electromagnetic band gap (EBG) substrate is shown in Fig. 1.Its side view is shown in Fig.2 The square grid of this array shown in Fig.3 is usually much less than the wave length of the operating frequency to avoid the presence of any grating lobes. Thus, the amplitude of the specular reflection coefficient of such structure is always unity. The key point is to design this surface to introduce reflected field in the same phase of the incident field [4][5].In this case, the surface would correspond to a magnetic surface. A main difference between such AMC surface and ideal perfect magnetic conductor surface PMC is that in addition to the specular reflection, the former one includes higher order Floquet modes. Although all these higher order Floquet modes are evanescent modes, they still have a significant effect on the nearby antenna structure in the case of using such structure as a supporting surface for low profile antennas. Thus, for AMC surface it was found that the optimum phase of the reflection coefficient that introduce the highest gain and the minimum Reflection coefficient in the antenna structure is centered around ╥/2[1]. In this case, the AMC surface was found to have a better performance than the traditional PMC surface. This may be explained due to the interaction of such higher order Floquet modes that are not present in the case of the PMC surface. Thus, depending on the application, it may be required to design AMC with phase reflection coefficient around zero degree as in the case of TEM waveguide or around ╥/2 as in the case of low profile antenna. From the analytical point of view, this problem can be solved by using a full wave analysis technique such as method of moment, finite difference time domain or finite element method [1], [4], [6]. However, for design purpose, it may be required to develop a simple approximate technique that can be used to obtain the effects of the different parameters included in the AMC structure. 2 Present Theory and Practices Zhang et al. [4] introduced a simple approach for solving the AMC structure shown in Fig. 1. Their approach is based on a simple equivalent circuit model for the periodic patch antennas. This circuit consists of capacitive resistive loads connected by transmission line sections. These capacitive resistive loads correspond to the capacitance effects between the patches and the resistance is due to the radiation effects from the edges of these patches. However, the main disadvantage of their model is that it can be used only for normal incidence. Clavijo et al. [5] introduced another approach for simulating mushroom type AMC surface. Their model is based on approximating the patches as a shunt capacitive load along multilayered transmission line sections. D. Qu, L. Shafai and A. Foroozesh [8] stated that parametric studies are conducted to maximize their impedance bandwidths and gains. It is found that very wide bandwidths, of around 25%, can be obtained by variation of the original antenna and EBG parameter. Their gains are similarly increased. 2.1 Rectangular Patch Microstrip Antenna Here rectangular patch microstrip antenna is used as a radiating element. A rectangular patch antenna is designed on standard FR4 substrate, to work at 2.45GHz. The antenna is also fabricated and tested. M.A.Mohite, Dr.R.S.Patil : Performance Of Microstrip Patch Antenna Using PMC 667 ISSN (Online): 2347-1697 International Journal of Informative & Futuristic Research (IJIFR) Volume 2, Issue 3, November 2014 15th Edition, Page No: 666-670 It is fed by a microstrip line with a matching network. Width, length of the rectangular patch and the length of the inset coaxial feed is calculate by the formula described in previous section. In each individual cell represents a radiating element for antenna. Below figure 1 shows the simulated design of AMC on HFSS. Figure 1:Simulated design of PMC in HFSS. 2.2 Measured Dimensions Table: 1 Patch Dimensions Sr. No. 1 2 3 Antenna Type Cell Internal Patch Antenna Total Antenna System Width 6.25mm Length 6.25mm 42mm 28mm 85 85mm The patch dimensions obtained are obtained from previous section and the ground plane size of 85 mm X 85 mm, were used as input parameters to HFSS simulation software. The simulated resonant frequency is slightly different from the design frequency of 2.45.GHz. The patch is fed by a coaxial transmission line with inset-line feeding technique. The dimensions were optimised by using HFSS in order to achieve the largest return loss (RL) i.e S11 at 2.45 GHz. HFSS simulated geometry is shown in Figure 3. Figure 2: Simulated antenna with coaxialfeed M.A.Mohite, Dr.R.S.Patil : Performance Of Microstrip Patch Antenna Using PMC 668 ISSN (Online): 2347-1697 International Journal of Informative & Futuristic Research (IJIFR) Volume 2, Issue 3, November 2014 15th Edition, Page No: 666-670 XY Plot 3 87.50 HFSSDesign1 ANSOFT 75.00 Name m1 X Y Curve Info 2.3434 1.2259 ActiveVSWR(coax_pin_T1) Setup1 : Sw eep1 VSWR(coax pin T1) 62.50 50.00 37.50 25.00 12.50 m1 0.00 2.00 2.20 2.40 2.60 2.80 3.00 Freq [GHz] Figure 3: Measured VSWR result of PMC Table: 2 Simulated Result of PMC PMC Simulated result Central frequency Start Stop BW 2.43 GHz 2.41GHz 2.46GHz 50 MHz 3. Conclusion The research presented within this paper has demonstrated some of the advanced applications that electromagnetic band gap materials can be used to improve, such as meta ferrites, increasing operating bandwidth of PMC surfaces, low frequency PMC designs, and integration of PMC surfaces and planar antennas. These concepts were realized by improving upon one or more of the difficulties experienced by typical artificial magnetic conductors such as a narrow bandwidth, minimum thickness constraints, and near-field interactions causing unwanted problems in the case of PMC antennas. References [1] P. Salonen, F. Yang, Y. Rahmat-Samii and M. Kivikoski, “WEBGA – Wearable electromagnetic band-gap antenna”, Proc. IEEE AP-S Dig., vol. 1, June 2004, pp. 451 – 454 [2] F. Yang and Y. Rahmat-Samii, “Reflection phase characterization of an electromagnetic band-gap (EBG) surface,” in Proc. IEEE AP-S Dig., vol. 3, June 2002, pp. 744–747. [3] Y. Zhang, J. von Hagen, M. Younis, C. Fischer and W. Wiesbeck, “Planar artificial magnetic conductors and patch antennas”, IEEE Trans.Antennas Propagate., vol. 51, pp. 2704-2712, Oct. 2003. [4] A. P. Feresidis and J. C. Vardaxoglou, “High gain planar antenna using optimized partially reflective surfaces,” IEE Proc. Microw. Antennas Propag., vol. 148, no. 6, pp. 345-350, Dec. 2001. [5] S.Clavijo , R.E.Diaz and W.E.Mckinzie " Design Methodology for Sievenpiper high impedance surfaces: An artificial magnetic conductor for positive gain electrically small antennas" IEEE Trans.Antennas Propagat., vol. 51, pp. 2678- 2690, Oct. 2003. M.A.Mohite, Dr.R.S.Patil : Performance Of Microstrip Patch Antenna Using PMC 669 ISSN (Online): 2347-1697 International Journal of Informative & Futuristic Research (IJIFR) Volume 2, Issue 3, November 2014 15th Edition, Page No: 666-670 [6] Sharma, S.K., and Shafai, L.: „Enhanced performance of an aperturecoupledrectangular micro strip antenna on a simplified unipolar Compact photonic band gap (UC-PBG) structure‟. Proc. IEEE Symp.on Antennas and Propagation, July 2001, Vol. 2, pp. 8–13 [7] Satish K. 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