Printer Friendly

A novel compact size UWB bandpass filter with sharp rejection skirt and wide upper-stopband based on multiple-mode-resonator.

1. INTRODUCTION

Filters with compact size, sharp rejection skirt and good performance both in-band and out-of-band are highly required in UWB systems. On one hand, UWB filters must operate in very large transmission bandwidth, i.e., 3.1 to 10.6GHz [1]. On the other hand, traditional synthesis design was systematically developed under the assumption of narrow passband. Therefore, the ultra-wide bandwidth specified by Federal Communications Commission (FCC) in 2002 creates a tremendous challenge in designing UWB BPF [2-15]. As a promising method, MMRs are widely utilized to design UWB bandpass filters [2,10]. In [2], MMR with stepped-impedance configuration was originally proposed to make use of its three first resonant modes to cover UWB passband. In [3-5], a quadruple-mode UWB BPF with wide upper stopband is proposed, but these filters suffer from poor selectivity. Later on, several quintuple-mode MMR-based UWB filters with varied configuration are proposed to improve selectivity, in-band and out-of-band performance [6-9]. In [6], upper stop-band is extended to 27 GHz, and [7] tries to fully cover UWB passband, but selectivity is still an issue in these filters. Selectivity and upper stop-band are improved in [8], but in-band insertion loss is 1.4dB, and filter's size is large. [9] proposes UWB MMR-based which can have insertion loss less than 0.09 dB, but upper stop-band is narrow. In [10], a novel MMR structure is proposed for improving out-of-band rejection with two transmission zeros in upper stopband, but the drawback is roll-off at the lower and upper bands, and stopband is also narrow. In [11, 15], other methods and configurations are proposed to design UWB filter, but these filters also suffer from disadvantages in selectivity and size. Hence, it is still a challenge to improve size and selectivity of UWB BPFs while having good performance in- and out-of-band.

In this paper, a novel microstrip-line UWB BPF using modified MMR with compact size, sharp rejection skirt and wide upper stopband is presented. MMR is formed by a folded triple-mode stepped-impedance resonator (SIR) while uniform low-impedance line is replaced by a U-shaped low-impedance line is used to reduce overall size. A T-shape stub-loaded resonator is attached to the center of this modified SIR and can generate two more resonate modes and two TZs simultaneously. The first five resonant modes are roughly allocated in the UWB pass band, and two TZs at the lower and upper cut-off frequencies, i.e., 3.01/10.73 GHz. UWB passband is realized using a tight coupling between the MMR and input/output 50 [ohm] transmission lines. Aperture-backed interdigital-coupled lines are used for this purpose, and sixth resonant mode is suppressed as an effect by TZ of interdigital-coupled lines. Accordingly, sharp roll-off and compact size UWB BPF with good performance in- and out-of-band is obtained. Finally, the proposed filter is fabricated and measured to verify the predicted results. There is reasonable agreement between simulated and measured results.

2. CHARACTERISTICS OF THE PROPOSED MMR

Figure 1(a) shows the initial configuration of the proposed MMR-based UWB BPF. The proposed MMR is formed by a folded stepped-impedance resonator (FSIR) with the aim of placing two high-impedance lines at the same side of the low-impedance line and to reduce the overall size, while uniform low-impedance line of FSIR is replaced by a U-shaped low-impedance line. FSIR is tuned to generate three resonate modes in the desired band. A T-shape stub is attached to the center of FSIR between two high-impedance lines. This stub can generate two more resonant modes and two TZs simultaneously. The lengths of high-impedance lines and U-shape low-impedance line are about [[lambda].sub.g]/4 and [[lambda].sub.g]/2, respectively ([[lambda].sub.g]: guided-wavelength with respect to center frequency [f.sub.0] = 6.85 GHz). In addition, interdigital-coupled lines are used for tight coupling between the MMR and 50 [ohm] feed-lines.

Since the structure is symmetric, even-odd method can be adopted to analyze it. Even and odd equivalent circuits of the proposed MMR are depicted in Figures 1(b) and (c), respectively.

From the conditions [Y.sub.in,even] = 0 and [Y.sub.in,odd] = 0, the odd- and even-resonant frequencies can be extracted, respectively as following:

[MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] (1)

[Y.sub.1] - [Y.sub.1] tan [[theta].sub.1] tan [[theta].sub.2] - [Y.sub.h] tan [[theta].sub.h] tan [[theta].sub.2] = 0 (2)

In addition, it can show:

[S.sub.21] = [y.sub.in,odd] - [y.sub.in,even]/(1 + [y.sub.in,odd])(1 + [y.sub.in,even]) (3)

where [y.sub.in,odd] = [Y.sub.in,odd]/[Y.sub.0], [y.sub.in,even] = [Y.sub.in,even]/[Y.sub.0].

Obviously, when [Y.sub.in,even] = [Y.sub.in,odd], TZs can be determined [10].

From Equations (1), (2) and Figures 1(b) and (c), it can be inferred that stub 1 and stub 2 control the position of both even and odd modes while stub 3 and stub 4 determine only the position of even modes, while the odd modes are fixed [8]. In the following, the effect of stub 1 and stub 3 on the resonant modes and TZs via EM simulator Agilent ADS Momentum are investigated. The resonator characteristics of the proposed MMR are realized under weak coupling.

Figure 2 shows the resonant modes and TZs of the proposed MMR with varied dimensions of stub 1, i.e., ([L.sub.1], [W.sub.1]) while other dimensions kept fixed. As can be seen, five resonant modes and two TZs emerge in the range of UWB passband. As [L.sub.1] increases from 0 to 3.5 mm, [f.sub.m4] tends to shift downwards significantly, which exerts a little effect on the other modes. Also, [f.sub.z2] tends to shift downwards slightly more than [f.sub.z1]. In addition, when [W.sub.1] varies from 0.3 to 0.5mm, the fourth mode, [f.sub.m4], decreases significantly, while it has a little effect on the other modes and TZs [9]. Hence, the position of the fourth resonate mode can be flexibly controlled by the dimensions of stub 1.

As shown in Figure 3, when the length [L.sub.3] varies from 0 to 3.5 mm, while other dimensions kept fixed, [f.sub.m1], [f.sub.m5], [f.sub.z1], and [f.sub.z2] shift downwards significantly. [f.sub.m3] shifts slowly downwards, while the odd resonant modes ([f.sub.m2], [f.sub.m4]) stay stationary and are not affected at all. As stub width [W.sub.3] is varied from 0.1 to 0.3 mm, the first and fifth mode frequencies, [f.sub.m1] and [f.sub.m5], and two TZs decrease dramatically while the other frequency modes are fixed. Therefore, the width of T-shaped stub can be used to adjust the resonant mode positions as an additional degree of freedom.

3. SIMULATION AND MEASUREMENT OF THE PROPOSED UWB BPF

Based on the analysis in Section 2, five resonant modes of the proposed MMR, i.e., [f.sub.m1] to [f.sub.m5] and two TZs, i.e., [f.sub.z1] and [f.sub.z2], can be utilized to make a compact UWB BPF with sharp skirt selectivity. Final configuration of the proposed UWB BPF is depicted in Figure 4, whereas slight differences between the initial layout and final configuration can be seen. First, the input/output of 50 [ohm] feed-lines are placed at two sides of the filter, also corners chamfered to reduce reflection. Second, for satisfactory cover UWB passband, the length of stub 4 needs to be long, hence this stub occupies less space, reducing overall size of the MMR, with a meander line replaced by a uniform line. In addition aperture in ground plan is created below the interdigital-coupled lines to increase coupling degree.

The final optimized dimensions of the proposed filter using EM simulator are: [L.sub.1] = 2.45, [W.sub.1] = 0.3, [L.sub.2] = 7.5, [W.sub.2] = 0.4, [L.sub.H1] = 1.1, [L.sub.H2] = 0.75, [L.sub.H3] = 1.6, [L.sub.3] = 3.75, [W.sub.3] = 0.25, [L.sub.p] = 0.45, [L.sub.c] = 7.6, [L.sub.g] = 2.04, [L.sub.D] = 4.75, [W.sub.D] = 1.3, [W.sub.0] = 1, a = 2.1, b = 1, c = 0.25, Strip_w = 0.1, and gapj_w = 0.1 (all in millimeters). Relax line spacing, i.e., gapj_w = 0.1 mm, is obvious. The circuit size of the proposed MMR is 7.5 mm x 10.45 mm, or can be expressed as [[lambda].sub.g]: 0.28[[lambda].sub.g] x 0.39[[lambda].sub.g]. The proposed UWB filter has compact size compared with previous UWB filters [3-16].

Simulated [S.sub.21]-magnitudes of the proposed UWB BPF under weak coupling ([L.sub.c] = 1mm) and optimal coupling ([L.sub.c] = 7.6 mm) are illustrated in Figure 5. First five resonate modes, i.e., [f.sub.m1] = 3.26 GHz, [f.sub.m2] = 4.51GHz, [f.sub.m3] = 7.22 GHz, [f.sub.m4] = 9.50 GHz, and [f.sub.m5] = 10.48 GHz, of the proposed MMR are located in UWB passband, as well as two TZs, i.e., [f.sub.z1] = 3.01 GHz, and [f.sub.z2] = 10.73, at lower and upper cut-off frequencies. In addition, first TZ of the aperture-backed interdigital-coupled lines, i.e., [f.sub.zc], suppresses [f.sub.h1], the first harmonic resonate mode. Moreover, simulated [S.sub.21]-magnitudes of the modified triple-mode FSIR with and without T-shape stub under weak coupling for comparison are shown in Figure 6.

The proposed filter is fabricated on the Rogers_RO4003 substrate with relative dielectric constant: [[epsilon].sub.r] = 3.38, thickness: h = 0.508 mm and tan [delta] = 0.0022. Photographs of the fabricated UWB BPF are shown in Figure 7.

The performance of the filter is measured by Agilent 8722ES network analyzer. Figure 8 shows the simulated and measured results of the fabricated filter, and there is reasonable agreement between simulated and measured results. Discrepancy between simulated and measured results and especially poor [S.sub.11] may be due to unexpected tolerance in fabrication, material parameters and poor soldering craft.

3-dB bandwidth in simulation is from 3.15 to 10.58 GHz, which covers approximately 7.44 GHz, with center frequency: [f.sub.0] = 6.86 GHz and fractional bandwidth about: FBW = 108.34%. The filter has measured 3-dB bandwidth from 3.2 to 10.26 GHz and owes two TZs, [f.sub.z1] = 3.01 GHz and [f.sub.z2] = 10.76 GHz against its counterpart 3.01/10.73 GHz in simulation at the edge of the passband. At the center frequency, insertion loss in simulation and measurement is around 0.15 dB and better than 0.75 dB in the whole passband in simulation. Meanwhile, 1-dB insertion loss is in the range of 3.19-10.5 GHz in simulation. 30-dB bandwidth covers 7.78 GHz, so sharp factor can be calculated as fraction of 3-dB bandwidth to 30-dB bandwidth, i.e., 0.956, better than [2-16]. In simulation, return loss in whole bandwidth is better than 14.86 dB. Rejection level better than 20 dB in upper stopband is extended to around 18.5 GHz both in simulation and measurement, whereas the upper stopband of -10 dB level is extended to 20 GHz. In addition, group delay within the UWB passband in simulation and measurement is shown in Figure 8(b) with variation in simulation between 0.27-1.9 ns in comparison with measurement between 0.29-1.09 ns. Good linearity in most of the passband can be observed. Maximum peaks in lower and upper ends of the passband are caused by a trade-off between sharp rejection skirt and linearity in group delay [3]. Comparison between this work and other proposed filters is made in Table 1.

4. CONCLUSION

A novel UWB BPF based on modified MMR and loaded with T-shape stub is presented and analyzed in this paper, and finally fabricated to verify predicted results. Dimensions of the proposed MMR are tuned, so that five resonant modes are located in UWB passband while two TZs at both sides of the passband leading to sharp roll-off. First TZ of the interdigital-coupled lines suppresses the first harmonic resonate mode, and wide upper stopband is realized. The filter has the advantage of compact size and sharp rejection skirt with good performance in-band and out-of-band in UWB specification as confirmed in experimental. The proposed structure can be used in UWB systems either hand-held or indoor.

REFERENCES

[1.] FCC, "Revision of part 15 of the commission's rules regarding ultra-wideband transmission system," ET-Docket, 98-153, Washington, DC, Feb. 2002.

[2.] Zhu, L., S. Sun, and W. Menzel, "Ultra-wideband (UWB) bandpass filters using multiple-mode resonator," IEEE Microw. Wireless Compon. Lett., Vol. 15, No. 11, 796-798, Nov. 2005.

[3.] Li, R. and L. Zhu, "Compact UWB bandpass filter using stub-loaded multiple-mode resonator," IEEE Microw. Wireless Compon. Lett., Vol. 17, No. 1, 40-42, Jan. 2007.

[4.] Wong, S. W. and L. Zhu, "Quadruple-mode UWB bandpass filter with improved out-of-band rejection," IEEE Microw. Wireless Compon. Lett., Vol. 19, No. 3, 152-154, Mar. 2009.

[5.] Honarvar, M. A. and R. A. Sadeghzadeh, "Design of coplanar waveguide ultrawideband bandpass filter using stub-loaded resonator with notched band," Microwave Opt. Technol. Lett., Vol. 54, No. 9, 2056-2061, Sep. 2012.

[6.] Deng, H.-W., Y.-J. Zhao, X.-S. Zhang, L. Zhang, and S.-P. Gao, "Compact quintuple-mode UWB bandpass filter with good out-of-band rejection," Progress In Electromagnetics Research Letters, Vol. 14, 111-117, 2010.

[7.] Deng, H.-W., Y.-J. Zhao, L. Zhang, X.-S. Zhang, and W. Zhao, "Novel UWB BPF using quintuple-mode stub-loaded resonator," Progress In Electromagnetics Research Letters, Vol. 14, 181-187, 2010.

[8.] Wu, X. H., Q. X. Chu, X. K. Tian, and X. Ouyang, "Quintuple-mode UWB bandpass filter with sharp roll-off and super-wide upper stopband," IEEE Microw. Wireless Compon. Lett., Vol. 21, No. 12, 661-663, Dec. 2011.

[9.] Shang, Z., X. Guo, B. Cao, B. Wei, X. Zhang, Y. Heng, G. Suo, and X. Song, "Design of a superconducting ultra-wideband (UWB) bandpass filter with sharp rejection skirts and miniaturized size," IEEE Microw. Wireless Compon. Lett., Vol. 23, No. 2, 72-74, Feb. 2013.

[10.] Zhang, Z. and F. Xiao, "An UWB bandpass filter based on a novel type of multi-mode resonator," IEEE Microw. Wireless Compon. Lett., Vol. 22, No. 10, 506-508, Oct. 2012.

[11.] Razalli, M. S., A. Ismail, and M. A. Mahdi, "Novel compact via-less ultra-wide band filter utilizing capacitive microstrip patch," Progress In Electromagnetics Research, Vol. 91, 213-227, 2009.

[12.] Huang, J.-Q. and Q.-X. Chu, "Compact UWB band-pass filter utilizing modified composite right/left-handed structure with cross coupling," Progress In Electromagnetics Research, Vol. 107, 179-186, 2010.

[13.] Tian, X.-K. and Q.-X. Chu, "A compact UWB bandpass filter with improved out-of-band performance using modified coupling structure," Progress In Electromagnetics Research Letters, Vol. 22, 191-197, 2011.

[14.] Nosrati, M. and M. Mirzaee, "Compact wideband microstrip bandpass filter using quasi-spiral loaded multiple-mode resonator," IEEE Microw. Wireless Compon. Lett., Vol. 20, No. 11, 607-609, Nov. 2010.

[15.] Nosrati, M. and M. Daneshmand, "Compact microstrip ultra-wideband double/single notch-band band-pass filter based on wave's cancellation theory," IET Microw. Antennas Propag., Vol. 6, No. 8, 862-868, Jun. 2012

[16.] Feng, W. J., W. Q. Che, Y. M. Chang, S. Y. Shi, and Q. Xue, "High selectivity fifth-order wideband bandpass filters with multiple transmission zeros based on transversal signal-interaction concepts," IEEE Trans. on Microw. and Theory and Tech., Vol. 61, No. 1, 89-97, Jan. 2013.

Seyyed J. Borhani and Mohammad A. Honarvar *

Department of Electrical Engineering, Najafabad Branch, Islamic Azad University, Najafabad, Iran

Received 30 July 2013, Accepted 28 August 2013, Scheduled 6 September 2013

* Corresponding author: Mohammad Amin Honarvar (Amin.Honarvar@gmail.com).

Table 1. Comparison with other proposed UWB filters.

Ref.             S.F.              FBW         [f.sub.c]
           S.F. = [[DELTA]f                   (GHz)
             [|.sub.3dB]/
               [DELTA]f
            [|.sub.30dB]]

[5]             0.721          118% @ 2dB     25.0
[8]             0.902          117% @ 3dB     29.7
[9]             0.954         110.6% @ 3dB    14.9
[10]            0.800         103.5% @ 3dB    17.0
[13]            0.794          112.4 @ 3dB    26.5
This            0.956         108.34% @ 3dB   18.5
  Filter

Ref.            MMR Size
            ([[lambda].sub.g]
           x [[lambda].sub.g])

[5]            0.71 x 0.36
[8]            0.73 x 0.52
[9]            0.89 x 0.21
[10]           0.66 x 0.16
[13]           0.55 x 0.52
This           0.28 x 0.39
  Filter

[f.sub.c]: the upper stopband frequency with 20 dB
attenuation
COPYRIGHT 2013 Electromagnetics Academy
No portion of this article can be reproduced without the express written permission from the copyright holder.
Copyright 2013 Gale, Cengage Learning. All rights reserved.

Article Details
Printer friendly Cite/link Email Feedback
Title Annotation:ultra wideband
Author:Borhani, Seyyed J.; Honarvar, Mohammad A.
Publication:Progress In Electromagnetics Research C
Article Type:Abstract
Geographic Code:9CHIN
Date:Oct 1, 2013
Words:2781
Previous Article:Empirical relations for the evaluation of resonant frequency and quality factor of the T[M.sub.010] mode of circular substrate integrated waveguide...
Next Article:Generalized transmission scheme for MIMO Y channel.
Topics:

Terms of use | Privacy policy | Copyright © 2021 Farlex, Inc. | Feedback | For webmasters |