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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 683
A COMPACT FOURTH-ORDER MULTI-FOLD HAIRPIN LINE
MICROSTRIP BANDPASS FILTER AT 1650 MHZ FOR RF/ WIRELESS
COMMUNICATIONS
Jagdish Shivhare1
, S B Jain2
1
Department of Electrical, Electronics and Communication Engineering, ITM University, Sector-23A, Gurgaon-122
017, India
2
Department of Electronics and Communication, Indira Gandhi Institute of Technology, Indraprashth University,
Delhi, India
Abstract
This paper describes the design, simulation/optimization and measured results of a fourth-order multi-folded hairpin line
microstrip bandpass filter at 1650 MHz, with 60-65% reduction in size compared to the structure of a basic hairpin line
microstrip bandpass filter. The imperical equations and relevant graphs have been used to realize adjacent and cross couplings
between the four multi-folded resonators. A conventional hairpin-line resonator size is normally very large. The folded hairpin
line resonator filters are compact, small sized and simple to design and fabricate. The proposed multi-folded hairpin line
microstrip filter is a slow wave open loop type narrow band, high selectivity, small sized and low cost band pass filter for
RF/wireless trans/receive communication systems for ground and space applications in L-band. The cross couplings have been
realized between adjacent and non-adjacent resonators. The ADS-Agilent make software have been used to design and simulate
the filters having the folded hairpin line resonators. The measured results are very close to the simulated results, with great
reduction in size compared to the conventional planar hairpin line structure.
Keywords—Hairpin line, Centre frequency, frequency response cross couplings, Multi-fold resonator, pass-band
bandwidth, attenuation band, adjacent resonators
--------------------------------------------------------------------***------------------------------------------------------------------
1. INTRODUCTION
Filters using multi-fold miniaturized resonators are 60-65%
smaller in size compare to the filters that use conventional
hairpin line microstrip resonators. The hairpin line
resonators are composed of a transmission line and a lumped
element capacitor and is represented by parallel-coupled
lines instead of the lumped capacitor, shown in fig.1a,1b, 1c,
1d. and 1.e. The design technique uses an approximation
polynomial and a low filter prototype. The loaded Q factor
and the mixed coupling coefficients between the different
resonators can be calculated by using imperical
equations[1]-[4]. The simulation/optimization work has
been carried out by using ADS, Agilent-make software.
Fig.1-a Fig.1-b Fig.1-c Fig.1-d Fig.1-e
Fig 1 Actual, capacitor loaded, single-fold, double-fold and
multi-fold hairpin line microstrip resonators
In the proposed filter the multi-folded resonators are cross
coupled. Such a filter can be realized by using cross
coupling between adjacent resonators[3]-[8].We have used
imperical equations and relavent graphs to calculate the total
size of the fourth-order conventional hairpin line, single-
fold, double-fold and Multi-fold hairpin line bandpass filters
and their overall dimensions of are 400 mm2
(A), 260 mm2
(65% of A) , 200 mm2
(50% of A) 144 mm2
(36% of A)
respectively.
2. THEORY
The folded filters are shown in figures 2, 3 and 4. The
proposed multi-fold hairpin line microstrip bandpass filter is
shown in fig.4.The filter has fourth-order cross-coupled
structure. In this configuration, significant couplings exist
between any two adjacent resonators. The capacitive
couplings between resonators1 and 3 and resonators 2 and 4
are negligible.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 684
Fig 2 Fourth-order single-fold bandpass filter of 260 mm2
Fig.3 Fourth-order double-fold bandpass filter of 200 mm2
Fig.4 Fourth-order multi-fold bandpass filter of 170 mm2
3. DESIGN PROCEDURE
To reduce the size of hairpin resonators, the arms of the
resonator are folded to reduce the size compare to the
conventional hairpin resonators[9]-[16]. Design calculations
of a fourth-order multi-folded filter can be done in the
following steps:
1. Finding the element values of LPF prototype by using the
approximate synthesis method.The relations between the
bandpass design parameters and the lowpass elements [1-2]
are:
Where : fractional bandwidth of the bandpass filter, C :
Capacitance of the lumped capacitor J : Characteristric
admittance of the inverter, N : degree of the filter
2. To calculate the resonator parameters: The length of the
coupled lines can be calculated by:
Where : Electric length of the resonator :
Characteristic impedance :Even mode impedance :
Odd mode impedance
3. Calculations for the coupling parameters: The values of
coefficient of coupling between resonators can be calculated
against the distances between the resonators. The design
technique uses an approximation polynomial and a low filter
prototype. The loaded Q factor and the mixed coupling
coefficients between different resonators can be calculated
by using the equations, graphs and commercial softwares.
4. Calculation of the input tapped electrical length:
Fig.5 Input/output tapped electrical length
5. Calculation of the geometric parameters of the filter for
an exact substrate.
6. Optimization of filter parameters by varying the
geometric dimensions. In this work we have used Alumina
substrate of dielectric constant of 10.2, thickness of 1.27
mm and tangent loss of 0.003
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 685
4. FILTER DESIGN SPECIFICATIONS
1. Center Frequency: 1650MHz
2. Insertion Loss: < 3dB
3. 3dB Bandwidth: ± 20 MHz w. r. t. c. f
4. 30 dB Bandwidth: ± 50 MHz w. r. t. c. f
5. 40 dB Bandwidth: ± 80 MHz w. r. t. c. f
6. Input impedance: 50 Ohms
7. Output impedance: 50 Ohms
5. CALCULATED DIMENSIONS OF THE
FILTER
Fig 6 Dimensions of a multi-fold hairpin line resonator
Fig 7 Arrangement of four resonators in the filter
Here, L1 : 5.35 mm, L2 : 3.23 mm, L3: 1.89 mm
W1 : 1.34 mm W2 : 0.53 mm , G1: 0.44 mm
G2 : 0.39 mm G3 : 0.43 mm, G4: 0.77 mm
D12 :1.3 mm=D34: 1.31 mm, D23=D14: 1.21 mm
* Total size: 12 mm x 12 mm (144 mm2
i.e. 36% of A)
Where A: 400 mm2
, is the total size of the conventional
hairpin line microstrip bandpass filter at center frequency
1650 MHz.
6. SIMULATED AND MEASURED RESULTS:
Simulated results by using ADS Agilent–make software:
1. Center Frequency: 1649 MHz
2. Insertion Loss: < 3dB
3. 3dB Bandwidth: ± 19 MHz w. r. t. c. f
4. 30 dB Bandwidth: ± 51 MHz w. r. t. c. f
5. 40 dB Bandwidth: ± 78 MHz w. r. t. c. f
Fig 8 Simulated and measured responses of multifold
hairpin line microstrip bandpass filter at 1650 MHz
Measured results on Network Analyzer:
1. Center Frequency: 1648 MHz
2. Insertion Loss: < 3dB
3. 3dB Bandwidth: ± 18 MHz w. r. t. c. f
4. 30 dB Bandwidth: ± 52 MHz w. r. t. c. f
5. 40 dB Bandwidth: ± 78 MHz w. r. t. c. f
7. FABRICATION OF FILTER
The filter circuit is fabricated on Alumina substrate having
dielectric constant, εr:10.2 and thickness 1.27 mm. Standard
fabrication process have been adopted. The measured results
are very close to the simulated results and designed
specifications.
8. CONCLUSIONS
This paper presents a fourth-order multi-fold hairpin line
microstrip bandpass filter design. The
simulation/optimization work has been carried out by using
ADS Agilent-make software. The limitations of the design
calculation/simulation results in terms of inaccuracy of
capacitive and inductive coupling between the adjacent and
cross coupled multi-fold hairpin line microstrip resonators.
The measured results are very close to the simulated results
and the overall size of the multi-fold filter is approximately
40% of the size of the conventional hairpin line filter i.e. the
size is reduced by 60 %.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 686
REFERENCES
[1]. J. S. Hong and M J Lancaster, Microstrip filters for
RF/Microwave Applications, New York: Wiely, 2001
[2]. M. Sagawa, K. Takahashi and M. Makimoto
“Miniaturized hairpin resonator filters and their applications
to receiver front-end MIC’s, IEEE Trans. MTT-
37,1989,p.1991-1997.
[3]. Hong,J. S. and M. J. Lancaster, “ Couplings Microstrip
Square Open-Loop Resonators for Cross-Coupled Planar
Microstrip Filters” IEEE Trans.Microw.Theory Tech. Vol.
No. 5, October 2006.
[4]. Ilia G. Iliev and Marin V Nedelchev “CAD of Cross
Coupled Miniaturized Hairpin Bandpass Filters” Microwave
Review ,pp-49-52,December 2002.
[5]. Rodrigo Neves Martins and Humberto Abdalla
Jr.“Techniques Yield Tiny Hairpin-Line Resonator Filters”
MWRF, pp 1-11, November 1999.
[6]. Deng P H,Y S Lin,C H Wang and C H Chen,”Compact
Microstrip bandpass filters with good selectivity and
Stopband rejection” IEEE Trasanction on Microwave
Theory and Te- chniques, Vol.54, No.2, pp533-39, 2006.
[7]. Sarawuth Chaimool,Sithiporn Kerdsumang and Prayoot
Akkaraekthalin “Design of an Improved Four-Pole Hairpin
Resonator Filter,The Journal of KMITNB,Vol.15, No. 2, pp
07-12, April-June 2005,
[8]. Wang Y X,B-Z Wang and J Wang “A compact square
loop dual mode bandpass filter with wide stopband”
Progress in Electromagnetics Research,Vol.77,pp 67-73,
2007
[9]. Jen-Tsai Kuo, Ming-Jyh Maa and Ping-Han Lu “A
Micro- strip Elliptic Function Filter with Compact
Miniaturized Hairpin Resonators” IEEE Microwave and
Guided Wave Letters, Vol 10, No.3, pp-94-95, March 2000.
[10]. Siniša Jovanović, Aleksandar Nešić: “New Filter Type
Suitable for Miniature Printed Bandpass Filters at RF &
Microwave Frequencies” European Microwave Confere-
nce, Proceedings of Papers pp. 25-28 Paris, 3-7 Oct. 2005.
[11]. Siniša Jovanović, Aleksandar Nešić: “Printed Band-
Pass Filter at L Band", 14th IST Mobile & Wireless
Communi- cations Summit, Dresden, 19-23 June 2005.
[12]. S. Jovanović, A. Nešić: “Microstrip bandpass filter
with new type of capacitive coupled resonators”, Electronics
Letters, Vol.41, No. 1, pp 19-21, January 2005.
[13]. Tsai, W.L. and R.B. Wu. “Tri-band Filter design using
substrate integrated waveguide resonators in LTCC.
Proceeding of the IEEE International Symposium on MTT-S
Microwave Digest. 2011.
[14]. Fei, L., H. Gan, Z. Wang and W. Lu, “ Novel Compact
triple-bandpass filter using λ/4 resonator pairs with common
via ground” Proceeding of the Progress in Electromagnetics
Research Symposium, pp: 1220-24, 2012
[15]. Lakhan Singh, Dr. P.K. Singhal, “Design and Analysis
of Hairpin Line Bandpass Filter” International Journal of
Advanced Research in Electronics and Communication
Engineering (IJARECE), Volume 2, Issue 2, February
2013(ISSN: 2278 – 909X)
[16]. ADS Agilent-make Softwares for Design and
Simulation

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A compact fourth order multi-fold hairpin line microstrip bandpass filter at 1650 mhz for rf wireless communications

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 683 A COMPACT FOURTH-ORDER MULTI-FOLD HAIRPIN LINE MICROSTRIP BANDPASS FILTER AT 1650 MHZ FOR RF/ WIRELESS COMMUNICATIONS Jagdish Shivhare1 , S B Jain2 1 Department of Electrical, Electronics and Communication Engineering, ITM University, Sector-23A, Gurgaon-122 017, India 2 Department of Electronics and Communication, Indira Gandhi Institute of Technology, Indraprashth University, Delhi, India Abstract This paper describes the design, simulation/optimization and measured results of a fourth-order multi-folded hairpin line microstrip bandpass filter at 1650 MHz, with 60-65% reduction in size compared to the structure of a basic hairpin line microstrip bandpass filter. The imperical equations and relevant graphs have been used to realize adjacent and cross couplings between the four multi-folded resonators. A conventional hairpin-line resonator size is normally very large. The folded hairpin line resonator filters are compact, small sized and simple to design and fabricate. The proposed multi-folded hairpin line microstrip filter is a slow wave open loop type narrow band, high selectivity, small sized and low cost band pass filter for RF/wireless trans/receive communication systems for ground and space applications in L-band. The cross couplings have been realized between adjacent and non-adjacent resonators. The ADS-Agilent make software have been used to design and simulate the filters having the folded hairpin line resonators. The measured results are very close to the simulated results, with great reduction in size compared to the conventional planar hairpin line structure. Keywords—Hairpin line, Centre frequency, frequency response cross couplings, Multi-fold resonator, pass-band bandwidth, attenuation band, adjacent resonators --------------------------------------------------------------------***------------------------------------------------------------------ 1. INTRODUCTION Filters using multi-fold miniaturized resonators are 60-65% smaller in size compare to the filters that use conventional hairpin line microstrip resonators. The hairpin line resonators are composed of a transmission line and a lumped element capacitor and is represented by parallel-coupled lines instead of the lumped capacitor, shown in fig.1a,1b, 1c, 1d. and 1.e. The design technique uses an approximation polynomial and a low filter prototype. The loaded Q factor and the mixed coupling coefficients between the different resonators can be calculated by using imperical equations[1]-[4]. The simulation/optimization work has been carried out by using ADS, Agilent-make software. Fig.1-a Fig.1-b Fig.1-c Fig.1-d Fig.1-e Fig 1 Actual, capacitor loaded, single-fold, double-fold and multi-fold hairpin line microstrip resonators In the proposed filter the multi-folded resonators are cross coupled. Such a filter can be realized by using cross coupling between adjacent resonators[3]-[8].We have used imperical equations and relavent graphs to calculate the total size of the fourth-order conventional hairpin line, single- fold, double-fold and Multi-fold hairpin line bandpass filters and their overall dimensions of are 400 mm2 (A), 260 mm2 (65% of A) , 200 mm2 (50% of A) 144 mm2 (36% of A) respectively. 2. THEORY The folded filters are shown in figures 2, 3 and 4. The proposed multi-fold hairpin line microstrip bandpass filter is shown in fig.4.The filter has fourth-order cross-coupled structure. In this configuration, significant couplings exist between any two adjacent resonators. The capacitive couplings between resonators1 and 3 and resonators 2 and 4 are negligible.
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 684 Fig 2 Fourth-order single-fold bandpass filter of 260 mm2 Fig.3 Fourth-order double-fold bandpass filter of 200 mm2 Fig.4 Fourth-order multi-fold bandpass filter of 170 mm2 3. DESIGN PROCEDURE To reduce the size of hairpin resonators, the arms of the resonator are folded to reduce the size compare to the conventional hairpin resonators[9]-[16]. Design calculations of a fourth-order multi-folded filter can be done in the following steps: 1. Finding the element values of LPF prototype by using the approximate synthesis method.The relations between the bandpass design parameters and the lowpass elements [1-2] are: Where : fractional bandwidth of the bandpass filter, C : Capacitance of the lumped capacitor J : Characteristric admittance of the inverter, N : degree of the filter 2. To calculate the resonator parameters: The length of the coupled lines can be calculated by: Where : Electric length of the resonator : Characteristic impedance :Even mode impedance : Odd mode impedance 3. Calculations for the coupling parameters: The values of coefficient of coupling between resonators can be calculated against the distances between the resonators. The design technique uses an approximation polynomial and a low filter prototype. The loaded Q factor and the mixed coupling coefficients between different resonators can be calculated by using the equations, graphs and commercial softwares. 4. Calculation of the input tapped electrical length: Fig.5 Input/output tapped electrical length 5. Calculation of the geometric parameters of the filter for an exact substrate. 6. Optimization of filter parameters by varying the geometric dimensions. In this work we have used Alumina substrate of dielectric constant of 10.2, thickness of 1.27 mm and tangent loss of 0.003
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 685 4. FILTER DESIGN SPECIFICATIONS 1. Center Frequency: 1650MHz 2. Insertion Loss: < 3dB 3. 3dB Bandwidth: ± 20 MHz w. r. t. c. f 4. 30 dB Bandwidth: ± 50 MHz w. r. t. c. f 5. 40 dB Bandwidth: ± 80 MHz w. r. t. c. f 6. Input impedance: 50 Ohms 7. Output impedance: 50 Ohms 5. CALCULATED DIMENSIONS OF THE FILTER Fig 6 Dimensions of a multi-fold hairpin line resonator Fig 7 Arrangement of four resonators in the filter Here, L1 : 5.35 mm, L2 : 3.23 mm, L3: 1.89 mm W1 : 1.34 mm W2 : 0.53 mm , G1: 0.44 mm G2 : 0.39 mm G3 : 0.43 mm, G4: 0.77 mm D12 :1.3 mm=D34: 1.31 mm, D23=D14: 1.21 mm * Total size: 12 mm x 12 mm (144 mm2 i.e. 36% of A) Where A: 400 mm2 , is the total size of the conventional hairpin line microstrip bandpass filter at center frequency 1650 MHz. 6. SIMULATED AND MEASURED RESULTS: Simulated results by using ADS Agilent–make software: 1. Center Frequency: 1649 MHz 2. Insertion Loss: < 3dB 3. 3dB Bandwidth: ± 19 MHz w. r. t. c. f 4. 30 dB Bandwidth: ± 51 MHz w. r. t. c. f 5. 40 dB Bandwidth: ± 78 MHz w. r. t. c. f Fig 8 Simulated and measured responses of multifold hairpin line microstrip bandpass filter at 1650 MHz Measured results on Network Analyzer: 1. Center Frequency: 1648 MHz 2. Insertion Loss: < 3dB 3. 3dB Bandwidth: ± 18 MHz w. r. t. c. f 4. 30 dB Bandwidth: ± 52 MHz w. r. t. c. f 5. 40 dB Bandwidth: ± 78 MHz w. r. t. c. f 7. FABRICATION OF FILTER The filter circuit is fabricated on Alumina substrate having dielectric constant, εr:10.2 and thickness 1.27 mm. Standard fabrication process have been adopted. The measured results are very close to the simulated results and designed specifications. 8. CONCLUSIONS This paper presents a fourth-order multi-fold hairpin line microstrip bandpass filter design. The simulation/optimization work has been carried out by using ADS Agilent-make software. The limitations of the design calculation/simulation results in terms of inaccuracy of capacitive and inductive coupling between the adjacent and cross coupled multi-fold hairpin line microstrip resonators. The measured results are very close to the simulated results and the overall size of the multi-fold filter is approximately 40% of the size of the conventional hairpin line filter i.e. the size is reduced by 60 %.
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 686 REFERENCES [1]. J. S. Hong and M J Lancaster, Microstrip filters for RF/Microwave Applications, New York: Wiely, 2001 [2]. M. Sagawa, K. Takahashi and M. Makimoto “Miniaturized hairpin resonator filters and their applications to receiver front-end MIC’s, IEEE Trans. MTT- 37,1989,p.1991-1997. [3]. Hong,J. S. and M. J. Lancaster, “ Couplings Microstrip Square Open-Loop Resonators for Cross-Coupled Planar Microstrip Filters” IEEE Trans.Microw.Theory Tech. Vol. No. 5, October 2006. [4]. Ilia G. Iliev and Marin V Nedelchev “CAD of Cross Coupled Miniaturized Hairpin Bandpass Filters” Microwave Review ,pp-49-52,December 2002. [5]. Rodrigo Neves Martins and Humberto Abdalla Jr.“Techniques Yield Tiny Hairpin-Line Resonator Filters” MWRF, pp 1-11, November 1999. [6]. Deng P H,Y S Lin,C H Wang and C H Chen,”Compact Microstrip bandpass filters with good selectivity and Stopband rejection” IEEE Trasanction on Microwave Theory and Te- chniques, Vol.54, No.2, pp533-39, 2006. [7]. Sarawuth Chaimool,Sithiporn Kerdsumang and Prayoot Akkaraekthalin “Design of an Improved Four-Pole Hairpin Resonator Filter,The Journal of KMITNB,Vol.15, No. 2, pp 07-12, April-June 2005, [8]. Wang Y X,B-Z Wang and J Wang “A compact square loop dual mode bandpass filter with wide stopband” Progress in Electromagnetics Research,Vol.77,pp 67-73, 2007 [9]. Jen-Tsai Kuo, Ming-Jyh Maa and Ping-Han Lu “A Micro- strip Elliptic Function Filter with Compact Miniaturized Hairpin Resonators” IEEE Microwave and Guided Wave Letters, Vol 10, No.3, pp-94-95, March 2000. [10]. Siniša Jovanović, Aleksandar Nešić: “New Filter Type Suitable for Miniature Printed Bandpass Filters at RF & Microwave Frequencies” European Microwave Confere- nce, Proceedings of Papers pp. 25-28 Paris, 3-7 Oct. 2005. [11]. Siniša Jovanović, Aleksandar Nešić: “Printed Band- Pass Filter at L Band", 14th IST Mobile & Wireless Communi- cations Summit, Dresden, 19-23 June 2005. [12]. S. Jovanović, A. Nešić: “Microstrip bandpass filter with new type of capacitive coupled resonators”, Electronics Letters, Vol.41, No. 1, pp 19-21, January 2005. [13]. Tsai, W.L. and R.B. Wu. “Tri-band Filter design using substrate integrated waveguide resonators in LTCC. Proceeding of the IEEE International Symposium on MTT-S Microwave Digest. 2011. [14]. Fei, L., H. Gan, Z. Wang and W. Lu, “ Novel Compact triple-bandpass filter using λ/4 resonator pairs with common via ground” Proceeding of the Progress in Electromagnetics Research Symposium, pp: 1220-24, 2012 [15]. Lakhan Singh, Dr. P.K. Singhal, “Design and Analysis of Hairpin Line Bandpass Filter” International Journal of Advanced Research in Electronics and Communication Engineering (IJARECE), Volume 2, Issue 2, February 2013(ISSN: 2278 – 909X) [16]. ADS Agilent-make Softwares for Design and Simulation