Filter, Power Divider Free Essays

string(93) " of Transmission Line Performance – Design, Result and Discussion of SIW Resonators 4\." Outline 1.? Introduction 2.? Literature Review – Transmission Lines (Microstrip Line/ CPW/ SIW) – Resonator, Filter, Power Divider 3. We will write a custom essay sample on Filter, Power Divider or any similar topic only for you Order Now SIW Resonator Designs – Comparison of Transmission Line Performance – Design, Result and Discussion of SIW Resonators 4. You read "Filter, Power Divider" in category "Papers"? SIW Filter and Power Divider Designs – Design, Result and Discussion of SIW Filter and Power Divider 5. Conclusion and Recommendations 1 Outline 1.? Introduction 2.? Literature Review – Transmission Lines (Microstrip Line/ CPW/ SIW) – Resonator, Filter, Power Divider 3. SIW Resonator Designs Comparison of Transmission Line Performance – Design, Result and Discussion of SIW Resonators 4.? SIW Filter and Power Divider Designs – Design, Result and Discussion of SIW Filter and Power Divider 5. Conclusion and Recommendations 2 1. Introduction †¢? Background O As consequence of the rapid development in wireless communication market, various devices need to integrate wireless standards. Demand on wireless devices to support these multi-standard operations with [2]  § Low insertion loss  § sharp selectivity  § Proper compact size  § Low cost O Band-pass filters  § primarily used in wireless transmitters and receivers  § imit the bandwidth of the output signal to the minimum necessary to convey data at the desired speed and in the desired form  § also used in bio-photonic, medical analytical, chemical, pharmaceutical area etc O Power dividers  § passive microwave components used for power division  § Divide input signal into two signals of lesser power. The coupler may be a three port component with or without loss  § usually of the equal-division type, which is 3dB, but unequal power division ratio is also possible [4] 3 1. Introduction †¢? Motivation O Why 60GHz  § First published by Indian physicist J. C. Bose 1895  § In 1947, US physicist J. H. Van Vleck observed that the oxygen molecule absorbs electromagnetic more energy at 60-GHz than at other frequencies [6]  § Mainly driven by military and space applications 1960s to 1980s [7]  § From mid-1990s, interest in fixed broadband wireless access for last mile connectivity advanced 60-GHz radio technology [8] O Why SIW filter and power divider  § Conventional technologies: either not able to present required performance or too expensive  § SIW: as an attractive technology for low cost, high Q-factor, relatively high power, and high density integration of microwave and millimeter-wave components and sub-systems [10]-[12]. SIW filters have a low in-band insertion loss and a wide stopband performance.  § SIW power dividers not only achieve the small size but also realize transmitting a defined amount of the electromagnetic to another two ports. 4 1. Introduction †¢? Objective O Study literature review of structures, applications and analyzing methods of SIW O Investigate the basic structure of different transmission lines by designing resonators O Extend the synthesis method to design of SIW filter and power divider †¢? †¢? Design and discuss SIW Filter at 60GHz with bandwidth 3 GHz Design and discuss SIW Power divider at 60GHz with 3 GHz Outline 1.? Introduction 2.? Literature Review – Transmission Lines (Microstrip Line/ CPW/ SIW) – Resonator, Filter, Power Divider 3. SIW Resonator Designs – Comparison of Transmission Line Performance – Design, Result and Discussion of SIW Resonators 4.? SIW Filter and Power Divider Designs – Design, Result and Discussion of SIW Filter and Power Divider 5. Conclusion and Recommendations 6 2. Literature Review †¢? Transmission Line O A device designed to carry electric energy from one to another, is used to transfer the output radio fr equency energy of a transmitter to a receiver [15]. ? Microstrip Line O One of the most popular types of the electrical TLs O convey microwave-frequency signals O support a good quasi-TEM wave O In practical applications, the dielectric substrate is electrically very thin, which is much smaller than the wavelength 7 2. Literature Review †¢? Coplanar Waveguide (CPW) O Characteristic dimensions of a CPW are the central strip width W and the width of the slots s. GCPW is formed when a ground plane is provided on the opposite side of the dielectric. O CPW is easy to be integrated in the IC design. O Conventional Technologies: †¢? ? CPW GCPW †¢? Substrate Integrated Waveguide (SIW) Mircostrip/CPW/GCPW: small size but not efficient enough in high frequency applications, wavelength at high frequencies are small Retangular waveguide: high Q-factors and power capability but voluminous and difficult for highdensity integration and difficult manufacturing process O SIW is a transition between microstrip and dielectric-filled waveguide. Dielectric filled waveguide is converted to SIW by the help of vias for the side walls of the waveguide [2] †¢? high Q-factor, low insertion loss, and high power capability 8 . Literature Review †¢? Resonator O A device exhibits behavior of oscillating at some frequencies, called its resonant frequencies, with greater amplitude than at others. †¢? †¢? It is used to either generate waves of specific frequencies or select specific frequencies from a signal [4]. Resonant frequencies O Quality- or Q-factor is defined as a dimensionless parameter, in terms of the ratio of the energy stored in the resonator to the energy supplied by a generator per cycle, describing how under-damped a resonator is [4]. †¢? The unloaded Q-factor (Qu) [21] 2. Literature Review †¢? Filter O Band-pass filter is a device that passes frequencies within a certain range and attenuates frequencies outside that range [4]. O SIW is constructed with linear arrays of metalized via-holes rooted in the same substrate used for the planar circuit [13]. SIWs, combines the merits of all these structures, microstrip line or coplanar waveguide, and rectangular waveguide, are built onto the same substrate. The transition is formed with a comparable straightforward matching geometry between both structures. †¢? Power Divider O Power divider, a passive device used in the field of radio technology, couples a defined amount of the electromagnetic power in a transmission line to another port [27]. O SIW power divider, with optimum frequency selectivity, small size, low cost and high stopband attenuation, have been used for mobile and satellite communications systems. T-junction Y-junction 10 Outline 1.? Introduction 2.? Literature Review – Transmission Lines (Microstrip Line/ CPW/ SIW) – Resonator, Filter, Power Divider 3. SIW Resonator Designs – Comparison of Transmission Line Performance – Design, Result and Discussion of SIW Resonators 4.? SIW Filter and Power Divider Designs – Design, Result and Discussion of SIW Filter and Power Divider 5. Conclusion and Recommendations 11 3. SIW Resonator Designs †¢? Comparison of Transmission Line Performance Microstrip Line CPW SIW 12 3. SIW Resonator Designs †¢? Comparison of Transmission Line Performance Characteristic Bandwidth Q factor Loss Power capacity Physical size Ease of fabrication Integration with other component Cost Waveguide Narrow High Low1 High Large, heavy Hard Hard4 High Microstrip Wide Low High Low Small Easy2 Easy5 Low CPW Wide Low High Low Small Fair3 Easy6 Low SIW Narrow High Low High Small Fair Easy Low Annotation [4]: †¢? Dielectric of waveguide is air; Skin effect of waveguide is small †¢? Microstrip can use printed circuit board technology †¢? Ground of CPW locates at the top, the discontinuity will affect the result. However, compared to SIW, wire holes are not needed. †¢? Special couplings at the joints are required for waveguide to assure proper operation †¢? Microstrip is susceptible to cross-talk and unintentional radiation †¢? CPW presents greater isolation than microstrip 13 3. SIW Resonator Designs †¢? Design of SIW Resonators – Substrate dielectric constant (? r) is fixed at 11. Silicon – Copper conductivity of 5. 800Ãâ€"107 siemens/m O Design Strategy of Single-row Via SIW Resonator For a resonant frequency of 60 GHz for the TE101 dominant mode by simply indexing m =1, n = 0, l = 1 [18] The calculation result is L = W = 1. 025mm. 14 3. SIW Resonator Designs †¢? Design of SIW Resonators O Result and Discussion of Sin gle-row Via SIW Resonator Ideal material: Lossless substrate and perfect conductor The loss tangent of AGC and the bulk conductivity of Silicon are both set to be zero. Moreover, perfect conductor layers are placed at most top and bottom of the structure. Similarly, the material of metallic vias is defined as perfect conductor as well. By using as as illustrated earlier, the result is calculated In this ideal case, and involved. Based on the formula, are not radiation Q-factor is 492. 23 15 3. SIW Resonator Designs †¢? Design of SIW Resonators O Result and Discussion of Single-row Via SIW Resonator Non-ideal material: Only with conductor loss For substrate, dielectric loss tangent of AGC and bulk conductivity of Silicon are set to be zero. The copper layers with bulk conductivity of 5. *107 siemens/m are placed at most top and bottom of the structure. Moreover, the material of via is changed to copper as well. By using calculated as as illustrated earlier, the result is In this case, is not involved. Based on the formulas, we can get 16 3. SIW Resonator Designs †¢? Design of SIW Resonators O Result and Discussion of Single-row Via SIW Resonator Non-ideal material: Lossy substrate and non-perfect conductor set the loss tangen t of AGC is fixed at 0. 003 and bulk conductivity of Silicon is 0. 02, which means all the loss of substrate is considered in this experiment. Meanwhile, the copper is defined as the material of layers, which are placed at most top and bottom of the structure and via defenses through the substrate. In this experiment, all losses, including radiation loss, non-ideal metal loss and substrate loss are considered here. By using , we have 17 3. SIW Resonator Designs †¢? Design of SIW Resonators – Substrate dielectric constant (? r) is fixed at 11. 9 Silicon – Copper conductivity of 5. 800Ãâ€"107 siemens/m O Design Strategy of Double-row Via SIW Resonator For a resonant frequency of 60 GHz for the TE101 dominant mode by simply indexing m =1, n = 0, l = 1 [18] The calculation result is L = W = 1. 025mm. 18 3. SIW Resonator Designs †¢? Design of SIW Resonators O Result and Discussion of Double-row Via SIW Resonator Ideal material: Lossless substrate and perfect conductor The loss tangent of AGC and the bulk conductivity of Silicon are both set to be zero. Moreover, perfect conductor layers are placed at most top and bottom of the structure. Similarly, the material of metallic vias is defined as perfect conductor as well. By using calculated as as illustrated earlier, the result is In this ideal case, and involved. Based on the formula, are not radiation Q-factor equals to 641. 6 19 3. SIW Resonator Designs †¢? Design of SIW Resonators O Result and Discussion of Double-row Via SIW Resonator Non-ideal material: Only with conductor loss For substrate, dielectric loss tangent of AGC and bulk conductivity of Silicon are set to be zero. The copper layers with bulk conductivity of 5. 8*107 siemens/m are placed at most top and bottom of t he structure. Moreover, the material of via is changed to copper as well. By using calculated as as illustrated earlier, the result is In this case, is not involved. Based on the formulas, we can get 20 3. SIW Resonator Designs †¢? Design of SIW Resonators O Result and Discussion of Double-row Via SIW Resonator Non-ideal material: Lossy substrate and non-perfect conductor set the loss tangent of AGC is fixed at 0. 003 and bulk conductivity of Silicon is 0. 02, which means all the loss of substrate is considered in this experiment. Meanwhile, the copper is defined as the material of layers, which are placed at most top and bottom of the structure and via defenses through the substrate. In this experiment, all losses, including radiation loss, non-ideal metal loss and substrate loss are considered here. By using , we have 21 3. SIW Resonator Designs †¢? Design of SIW Resonators O Comparison of Single-/Double-row Via Resonator Double-row via structure obviously decreases the loss compared to single-row via. The main difference of Q-factors is the radiation Q-factor, which means the radiation loss is the most affection of the SIW. Conductor and dielectric Q-factor are only slightly changed with the error around 3. 5% from the single- to double-row SIW. Hence, the conductor loss and dielectric loss basically are not significant issue for the losses of the SIW comparing with the radiation loss because of the leakage through the gaps since the presence of gaps in the side walls. These results also match that higher Q-factor indicates a lower rate of energy loss relative to the stored energy, which demonstrates the validity of the experiments and the results. 22 Outline 1.? Introduction 2.? Literature Review – Transmission Lines (Microstrip Line/ CPW/ SIW) – Resonator, Filter, Power Divider 3. SIW Resonator Designs – Comparison of Transmission Line Performance – Design, Result and Discussion of SIW Resonators 4.? SIW Filter and Power Divider Designs – Design, Result and Discussion of SIW Filter and Power Divider 5. Conclusion and Recommendations 23 4. SIW Filter and Power Divider Designs †¢? Design of SIW Filters O Design strategy of SIW filter The proposed filter is constructed based on the SIW resonator at 60 GHz. The filter is designed and simulated using HFSS software. †¢? †¢? †¢? To achieve a -3 dB bandwidth of 3 GHz. To achieve a good passband with small insertion loss 15 dB Here in filter structure, length doubles the size which is 2. 250mm and width w remains the same 1. 025mm. 24 4. SIW Filter and Power Divider Designs †¢? Design of SIW Filters O Result and Discussion of SIW filter When increasing the distance between the middle of the vias, the two resonant poles are separated to each other more. 25 4. SIW Filter and Power Divider Designs †¢? Design of SIW Filters O Result and Discussion of SIW filter †¢? †¢? †¢? †¢? Center frequency = 62. 9 GHz. Bandwidth = 3. 4 GHz (60. 8 ~ 64. 2 GHz). Insertion loss = 0. 89 dB within the passband. Return loss = 17. 8 dB within the passband. †¢? Achieve a wide and deep upper-stopband with an insertion loss gt;15. 0dB. 26 4. SIW Filter and Power Divider Designs †¢? Design of SIW Power Dividers O Design strategy of SIW power dividers The proposed filter is constructed based on the SIW resonator at 60 GHz. The filter is designed and simulated using HFSS software. †¢? †¢? †¢? To achieve a -3 dB bandwidth of 3 GHz. To achieve a good passband with small insertion loss around 3 dB To achieve a wide and deep upper-stopband with an insertion loss gt;15 dB The proposed Y-junction power divider is a SIW equivalent of a bifurcated waveguide junction fed by a symmetrical step junction. The distance between two discontinues can be optimized to achieve low insertion loss [28]. 27 4. SIW Filter and Power Divider Designs †¢? Design of SIW Power Dividers O Result and Discussion of SIW power dividers †¢? †¢? †¢? †¢? Center frequency = 62. 5 GHz. Bandwidth = 3. 7 GHz (60. 5 ~ 64. 2 GHz). Insertion loss = 3. 87 dB within the passband. Return loss = 10. 5 dB within the passband. †¢? Achieve a wide and deep upper-stopband with an insertion loss gt;15. 0dB. 28 Outline 1.? Introduction 2.? Literature Review – Transmission Lines (Microstrip Line/ CPW/ SIW) – Resonator, Filter, Power Divider 3. SIW Resonator Designs – Comparison of Transmission Line Performance â₠¬â€œ Design, Result and Discussion of SIW Resonators 4.? SIW Filter and Power Divider Designs – Design, Result and Discussion of SIW Filter and Power Divider 5. Conclusion and Recommendations 29 4. Conclusion and Future Works †¢? Conclusion O SIW single- and double-row resonators have been designed and compared. The results matched that higher Q-factor indicates a lower rate of energy loss relative to the stored energy, which demonstrates the validity of the experiments and the results. O W band SIW filter has been designed, evaluated and optimized by HFSS software. The centre frequency of the proposed filter is designed at 62. 9 GHz with a 3 dB bandwidth of 3. 4 GHz (60. 8~64. 2 GHz). O W band SIW power divider has been realized based on the structure of the filter. The power divider is at centre frequency 62. 5 GHz with a 3 dB bandwidth of 3. 7 GHz from 60. 5 to 64. 2 GHz. 30 4. Conclusion and Future Works †¢? Recommendation for Future Works O The numerical analysis may be done for the proposed structures. O The structures can be fabricated and measured to demonstrate the practical realization of the structures. O The insertion loss the filter may be improved based on further modification. O It is possible to widen the bandwidth of the filter. O Other matching networks may be considered to realize better performance of the filter. O Small and efficient filters may be designed based on the modification of the proposed structure. O Balun may be designed based on the proposed SIW power divider. 31 Thank You! 32 How to cite Filter, Power Divider, Papers