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Gain enhancement of reflector based impulse radiating antennas: an innovative approach.


Impulse Radiating antennas are gaining lots of attention for ultra-wideband (UWB) Radar Applications due to their large instantaneous bandwidth and pulse fidelity. The spherical wave that propagates through the transmission line feed is converted to the plane wave by the parabolic reflector. One of the commonly used IRA consists of a parabolic reflector fed by a conical transverse electromagnetic (TEM) transmission line. The conventional Impulse Radiating Antennas [16] had been designed for 200 [ohm] input impedance wherein the conical plate transmission line feed used is of 400 [ohm] as shown in Fig. 1. An alternate feed design and optimum arm separation for improved antenna efficiency was suggested in the past [7,8].

The commonly used sources and measuring instrumentations have an unbalanced coaxial output with a 50 [ohm] source resistance, a 50 [ohm] to 200 [ohm] balun is used to connect standard sources and instrumentations to the 200 [ohm] input of IRA. The commonly used balun [9] for IRA consists of two 100 [ohm] coaxial cable connected in parallel at source end and in series at IRA feed end as shown in Fig. 2. The 100 [ohm] cables like RG-213 and its equivalents are not commonly available, hence it limits the wide use of the IRA for different applications. A similar situation existed in the TV reception in earlier days, where due to non-availability of 73 [ohm] twin lead feeder line, the dipole was folded to match with 400 [ohm] lines. This paper describes application of full and half section of asymptotic conical dipole as feed for reflector IRA for 100 [ohm] and 200 [ohm] input impedance respectively. It compares the analysis results of conventional and new IRA and shows that new feed is slimmer than the conventional feed for respective input impedance category and the new IRAs offers higher gain than corresponding conventional IRAs. In Section 2 of this paper, the design of conventional IRA of 200 [ohm] and 100 [ohm] input impedance is presented. The design of new feed IRA for 200 [ohm] and 100 [ohm] input impedance category is discussed in Section 3. Finite Difference Time Domain (FDTD) analysis of New and Conventional IRAs are compared and measured results are elaborated in Section 4. Discussion and conclusion are presented in Sections 5 & 6 respectively.


The Schematic of conventional IRA is shown in Fig. 1. It consists of a conical transmission line structure feeding into and attaching to a parabolic reflector. Suitable loads are placed between the transmission line feed and the dish in order to reduce reflections and provide the matched load required of the BTW (balanced transmission line wave). Typically, in an IRA, two 400 [ohm] conical plate lines are connected in parallel at the feed point to get 200 [ohm] input impedance. The reason for choosing a 400 [ohm] line is to get a smaller cone angle for the transmission line thereby reducing the aperture blockage and, in turn, achieving a better antenna gain and reduced weight of the antenna. A 100 [ohm] input impedance IRA is designed using conventional two 200 [ohm] conical taper line connected in parallel at the feed point. The design parameters of the 200 [ohm] conical lines is calculated as per [6] and design values are tabulated in Table 1. The 100 [ohm] conical line fed IRA design is not commonly used because of wider profile of the conical feed arm. Here 100 [ohm] IRA is designed and analyzed to compare the results with corresponding new IRA in subsequent section. The design parameters of the conventional IRA for 200 [ohm] and 100 [ohm] input impedance are given below in Table 1. The feeding line is aligned 45[degrees] from the vertical axis and terminating resistors each of 200 [ohm] for design of Fig. 3 and 100 [ohm] for design of Fig. 4 is placed between end of the dipole and reflector. The dimension of the feeding dipole and the design of both 200 [ohm] and 100 [ohm] conventional IRA is depicted in Fig. 3 and Fig. 4, respectively.


New IRA is designed using asymptotic conical dipole (ACD) as feeding TEM line and 46 cm paraboloidal reflector. The ACD feed profile is derived using equivalent charge method with only equivalent line charge [lambda](z) as suggested in [14]. The charge distribution is defined to be rotationally symmetric about z-axis with opposite charge reflected about the symmetry plane (x-y plane) as shown in Fig. 5. The equivalent line charge [lambda](z) on the z-axis be given by [11-13]:


where mean charge separation [z.sub.0] > 0, charge density [[lambda].sub.0] > 0.

In order to generate the ACD profile, potential distribution due to [lambda](z), at any point [phi](r, p, z), is equated to surface potential function of infinite biconical structure. The (z, r) coordinates for the asymptotic conical profiles are given in terms of [[THETA].sub.0] as


where, [[THETA].sub.0] = tan ([[theta].sub.0]/2)

where, [[THETA].sub.0] is a constant determined by the desired asymptotic impedance from the infinite biconical surface. For each value of z between zero and the antenna height h, there exists a unique element radius r. Eq. (2) was solved numerically using Newton-Raphson method to get the contour of asymptotic element as shown in Fig. 6. The flat surface obtained by the ACD contour and vertical axis of Fig. 6 is one pole of the dipole. Two of these surfaces forms a dipole known as half section of ACD and the mirror image of half section of ACD along the vertical axis gives full section ACD as shown in Fig. 7.

The characteristic impedance of loss-less transmission line is proportional to square root of the ratio of inductance and capacitance, following this premise the input impedance of ACD full section should be half of the ACD half section because capacitance increased twice and inductance reduced to half compared to ACD half section.


Half section of ACD, full section of ACD is analyzed in time domain using the finite difference time domain solver XFDTD (v7.1). The excitation waveform used for the simulation is a gaussian pulse of amplitude ~0.56 volts, FWHM ~50ps and rise time ~50ps as shown in Fig. 8. The absorbing boundary condition with seven perfectly matched layers (PML) is used for this simulation. The input impedance obtained from analysis shown in Fig. 9 shows that input impedance of ACD full section reduces to nearly half across the frequency range.

The analysis result obtained above encouraged using ACD half section as feed for 200 [ohm] IRA design and ACD full section as feed for 100 [ohm] IRA. Two ACD plates of length 184 mm and 2 mm thickness were connected in parallel at the feed point to get an input impedance of nearly half the value of the individual dipoles. The combined arms were rotated around the feed point towards the reflector and four terminating resistors each of 200 [ohm] is placed between dipole end and reflector as shown in Fig. 10. The ACD plate is aligned [+ or -] 30[degrees] from the vertical axis for the new designs. The new IRA using feed as half ACD section and the conventional IRA of 200 [ohm] input impedance is analyzed using the same gaussian excitation signal of source impedance of 200 [ohm] and the other simulation conditions remain same. The calculated return loss plot of the new and conventional IRA as shown in Fig. 12. shows that new half ACD feed IRA provide good impedance matching up to 15 GHz. Time domain far-zone electric field calculated at bore sight of the new and conventional IRA is shown in Fig. 14. XFDTD (v7.1) solver calculates the far-zone electric field at infinity and normalizes it to [absolute value of r] = 1 m. The temporal characteristics of new IRA are comparable to the conventional IRA but peak electric field of new IRA is larger than conventional IRA at the bore sight.

The gain at bore sight of the new IRA is more than 4 dB higher compared to conventional IRA in higher frequencies as shown in Fig. 16. New IRA of reduced input impedance of 100 [ohm] is designed with full ACD plate of length 184 mm and 2 mm thickness and a 46 cm diameter parabolic reflector with focal length 18.4 cm as shown in Fig. 11. Feed arms are placed at [+ or -] 30[degrees] from the vertical axis and the terminating resistors of 100 [ohm] are placed between each arm ends and the reflector. New reduced impedance IRA (Fig. 11) and conventional IRA (Fig. 4) of input impedance 100 [ohm] is analyzed in time domain using XFDTD (v7.1) using the same gaussian excitation pulse of source impedance 100 [ohm] with other simulation condition remains same.

The calculated return loss plot for new and conventional IRA is shown in Fig. 13. This plot shows that new IRA offers good impedance matching from 500 MHz to 15 GHz. The time domain far-zone electric field at bore sight for new and conventional IRA is shown in Fig. 15. The peak electric field observed for new IRA is larger than conventional IRA. The gain in bore sight direction for new IRA is more than 3 dB higher compared to conventional IRA in most of the high frequency range as shown in Fig. 17. The FDTD analysis of conventional and new IRAs of both impedance categories shows the edge of new IRA over conventional IRA. The new feed becomes very useful particularly for reduced impedance IRA design because of its slimmer profile compared to conventional conical taper line. The new IRA of 100 [ohm] input impedance is further reduced to half reflector with two arms and ground plane making it a half IRA (HIRA) with input impedance 50 [ohm] to connect to standard instrumentations for measurement. The realized new HIRA is shown in Fig. 18. The 100 [ohm] terminating resistor is realized using 20 mils thick RT/Duroid 5870 with Nickel-Phosphorous resistive material instead of discrete resistors as shown in Fig. 18. Embedded resistors along with the Teflon support is used at each arm end to reduce lead inductance of discrete resistors.

The gain of the new HIRA was measured in near field antenna test facility on some of the spot frequencies from 500 MHz to 15 GHz is shown in Fig. 19. The measured input impedance of the new HIRA is shown in Fig. 20. The measured result shows that the antenna has good impedance matching in the frequency range 500 MHz to 15 GHz. The time domain response of new HIRA is measured using measurement setup [14] consists of an UWB arbitrary wave generator (AWG) (Tektronix AWG 7122C), an Oscilloscope (Tektronix TDS71604 DPO 16 GHz), ACD sensor (prodyn AD-70D) and balun (prodyn BIB-100F). The input excitation pulse used for antenna evaluation is a gaussian derivative pulse as shown in Fig. 21. The measured time domain response of the new HIRA is first time derivative of the input excitation pulse as shown in Fig. 22. The different antenna parameters, which defines figure of merit of this class of antennas [10] is discussed in [14] for the new IRA design.


Asymptotic conical profiles obtained using different charge distributions discussed in [14] shows its application as an UWB dipole antenna as well as feed for reflector IRA. Four different designs of reflector IRAs with conventional feed as well as ACD feed for both 200 [ohm] and 100 [ohm] category is presented here. The FDTD analysis results shows that New IRAs offers more than 4dB gain in higher frequencies compared to Conventional IRAs for both 200 [ohm] and 100 [ohm] category. New IRAs offers a slimmer profile hence reduced weight specially for 100 [ohm] category. The 100 [ohm] new IRA was reduced to HIRA to get 50 [ohm] input impedance of the antenna for measurement with standard instrumentations without any adaptor. The analysis and measurement results shows that new IRAs can be a better choice for both time domain as well as frequency domain applications.


The New IRAs shows good time domain as well as frequency domain response compared to conventional IRAs for both 200 [ohm] and 100 [ohm] category. The input impedance of the antenna is brought down to nearly half across the frequency band by using full section of ACD and further antenna was reduced to HIRA to get nearly 50 [ohm] for connecting to the standard measurement instrumentations. These ACD feed arms offers ultra wideband characteristics and have slimmer profile than conventional conical line for respective characteristic impedance. The new IRA offers a good solution for reduced input impedance requirements and new HIRA can be widely used for many UWB applications, as it does not need any impedance adaptor for connecting with standard measurement instrumentations.


[1.] DuHamel, R. H., et al., "Frequency independent conical feeds for lens and reflectors," Proc. IEEE Int. Antennas Propagation Symp., Vol. 6, 414-418, Sep. 1968.

[2.] Baum, C. E., "Radiation of impulse-like transient fields," Sensor and Simulation Notes 321, Nov. 25, 1989.

[3.] Baum, C. E. and E. G. Farr, "Impulse radiating antennas," Ultra-wideband Short Pulse Electromagnetics, 139-147, Edited by H. L. Bertoni et al., Plenum Press, NY, 1993.

[4.] Baum, C. E., "Configuration of TEM feed for IRA," Sensor and Simulation Notes 327, Apr. 27, 1991.

[5.] Farr, E., "Optimizing the feed impedance of impulse radiating antenna, Part I: Reflector IRA," Sensor and Simulation Notes 354, Jan. 1993.

[6.] Farr. E., et al., "Prepulse associated with the TEM feed of an impulse radiating antenna," Sensor and Simulation Notes 337, Mar. 1992.

[7.] Manteghi, M. and Y. Rahmat-Samii, "A novel Vivaldi fed reflector impulse radiating antenna (IRA)," Proc. IEEE Int. Antennas Propagation Symp., 549-552, Washington, DC, Jul. 3-8, 2005.

[8.] Manteghi, M. and Y. Rahmat-Samii, "On the characterization of a reflector impulse radiating antenna (IRA): Full-wave analysis and measurement results," IEEE Trans. Antennas and Propagation, Vol. 54, No. 3, 812-822, Mar. 2006.

[9.] Bowen, L. H., et al., "A high voltage cable feed impulse radiating antenna," Ultrawideband Short Pulse Electromagnetics 8, 9-16, Edited by Baum et al., Springer, 2007.

[10.] Giri, D. V., "Peak power gain in time domain of impulse radiating antenna (IRAs)," Sensor and Simulation Notes 546, Oct. 2009.

[11.] Sower, G. D., "Optimization of the asymptotic conical EMP sensors," Sensor and Simulation Notes 295, Oct. 1986.

[12.] Baum, C. E., "An equivalent charge method for defining geometries of dipole antennas," Sensor and Simulation Notes 72, Jan. 1969.

[13.] Singh, D. K., D. C. Pande, and A. Bhattacharya, "A new feed for reflector based 100 [ohm] impulse radiating antenna," PIERS Proceedings, 1635-1639, Kuala Lumpur, Malaysia, Mar. 27-30, 2012.

[14.] Singh, D. K., D. C. Pande, and A. Bhattacharya, "Selection of ideal feed profile for asymptotic conical dipole fed impulse radiating antenna," Progress In Electromagnetics Research C, Vol. 35, 95-109, 2013.

Dhiraj K. Singh (1), *, Devendra C. Pande (1), and Amithabha Bhattacharya (2)

(1) Electronics & Radar Development Establishment, Bangalore, India

(2) Indian Institute of Technology, Kharagpur, India

* Corresponding author: Dhiraj Kumar Singh (

Received 22 February 2013, Accepted 25 March 2013, Scheduled 27 March 2013

Table 1. Antenna parameters for conventional IRAs.

Sl.     Antenna parameters             Relation

1.      Reflector diameter                 D
2.         Focal length                    F
3.        [F.sub.d] = F/D              [F.sub.d]
4.        Number of arms
5.       Arm configuration
6.     Impedance, [Z.sub.c]
7.      Geometrical factor,     [F.sub.g] = [Z.sub.c]/
             [F.sub.g]           [Z.sub.o], k = 0.7513
8.    [[beta].sub.o] (Fig. 1)      [[beta].sub.o] =
                                arctan(1/(2 x [F.sub.d]
                                   - (1/[F.sub.d])))
9.    [[beta].sub.1] (Fig. 1)     [[beta].sub.1] = 2
                                  arctan([square root
                                      of k] x tan
10.   [[beta].sub.2] (Fig. 1)      [[beta]sub.2] = 2
11.      [[beta].sub.2] -              2[alpha]
      [[beta].sub.2] (Fig. 1)

Sl.     Antenna parameters      Design values     Design values
No.                             for 200 [ohm]     for 100 [ohm]
                                     IRA               IRA

1.      Reflector diameter          0.46 m           0.46 m
2.         Focal length             0.18m             0.18m
3.        [F.sub.d] = F/D           0.3913           0.3913
4.        Number of arms              4                 4
5.       Arm configuration       90[degrees]       90[degrees]
6.     Impedance, [Z.sub.c]         200 fi           100 fi
7.      Geometrical factor,         1.061            0.5305
8.    [[beta].sub.o] (Fig. 1)   65.14[degrees]   65.14[degrees]

9.    [[beta].sub.1] (Fig. 1)   57.94[degrees]   32.36[degrees]

10.   [[beta].sub.2] (Fig. 1)   72.77[degrees]   109.17[degrees]

11.      [[beta].sub.2] -       14.83[degrees]   76.814[degrees]
      [[beta].sub.2] (Fig. 1)
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Author:Singh, Dhiraj K.; Pande, Devendra C.; Bhattacharya, Amithabha
Publication:Progress In Electromagnetics Research C
Article Type:Abstract
Geographic Code:9INDI
Date:May 1, 2013
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