期刊文献+

电磁带隙结构的应用——PCB中电源接地层构造的EMI低减 被引量:4

EMI Reduction from Power Bus Structures in PCBs Using EBG Structure
在线阅读 下载PDF
导出
摘要 在印制电路板的设计中,供电系阻抗谐振所引起的噪声和电磁干扰问题一直是设计人员关注的焦点。而电磁带隙结构(EBG)是一种由介质、金属或其混合体单元按周期性排列所构成的阵列结构,对特定频段内的电磁波呈现带阻特性。因此适当的EBG结构可以降低供电系阻抗、减少谐振峰的个数,从而有效地减轻供电系的电磁干扰问题。文中综合运用基于腔模模型的快速算法和分解元法计算了由两种不同介质材料组合构成的EBG结构对供电系阻抗特性的影响。旨在说明EBG对EMI低减的作用和贡献。 Power bus noise problem and EM interference (EMI) problem caused by resonant impedances have become a major concem for EMC engineers engaged in PCB design. However, Electromagnetic Band-Gap (EBG) is an array structure periodically arranged by the dielectric, metal or combination of them. The use of the proper EBG structure can reduce not only the magnitude of the transfer impedances but also the number of the resonance peaks, thus contribute to the EMI reduction of the power bus. In this paper, the fast algorithm based on the cavity-mode model is combined with the segmentation method to calculate the impedance characteristic of a power bus whose dielectric layer is an EBG structure composed of two different dielectric materials. It is shown that EBG structure can significantly contribute to the EMI reduction.
出处 《微波学报》 CSCD 北大核心 2009年第4期33-36,77,共5页 Journal of Microwaves
基金 国家自然科学基金资助(60571051)
关键词 印制电路板 电磁带隙结构 腔模模型 供电系阻抗快速算法 分解元法 PCB, Electromagnetic band-gap(EBG), Cavity-mode model, Fast algorithm for power bus impedance, Segmentation method
  • 相关文献

参考文献13

  • 1Lei C T, Techentin R W, Hayes P R, Schwab D J, Gilbert B K. Wave model solution to the ground/power plane noise problem[J]. IEEE Trans Instrum Meas, 1995, 44 ( 2 ) : 300-303.
  • 2Wang Z L, Wada O, Toyata Y, Koga R. Convergence acceleration and accuracy improvement in power bus impedance calculation with a fast algorithm using cavity modes[ J]. IEEE Trans Electromagn Compat, 2005, 47 (1): 2-9.
  • 3Wang Z L, Wada O, Toyata Y, Koga R. Reducing Qfactors of resonances in power/ground planes of multilayer PCBs by using resistive metal films Trans [ J ]. IEE Japan, 2001, 121-A(10) :928-932.
  • 4Wang Z L, Wada O, Toyata Y, Koga R. An improved closed-form expression for accurate and rapid calculation of power/ground plane impedance of multilayer PCBs [ C ]. Proc Symp Electromagn Theory, Toyama, Japan, 2000. 17-23.
  • 5Sorrentino R. Planar Circuits, Waveguide Models, and Segmentation Method [ J ]. IEEE Trans Microwave Theory Tech, 1985, 33(10): 1057-1066.
  • 6Wang Z L, Wada O, Toyata Y, Koga R. Virtual port parameter in segmentation method for modeling power bus structures in muhilayer PCBs[ C]. Digest of the 10th International Symposium in Microwave and Optical Technology( ISMOT-2005 ), 2005. 112.
  • 7Wang Z L, Wada O, Toyata Y, Koga R. Application of segmentation method to analysis of power/ground plane resonance in muhilayer PCBs[ C ]. Proc 3rd Int Symposium on Electromagnetic Compatibility, 2002. 775-778.
  • 8Wang Z L, Wada O, Toyata Y, Koga R. Efficient calculation of power bus impedance using a fast algorithm together with a segmentation method [ J ]. Trans IEE Japan, 2004, 124(12) : 1185-1192.
  • 9Wang Z L, Wada O, Toyata Y, Koga R. Modeling of gapped power bus structures for isolation using cavity modes and segmentation [ J ]. IEEE Trans Electromagn Compat, 2005, 47(2) :210-218.
  • 10Yablonovitch E. Inhibited spontaneous emission in solidstate physics and electronics [ J ]. Phys Rev Lett, 1987, 58 : 2059-2062.

二级参考文献9

  • 1Falcone F, Lopetegi T, Sorolla M. 1D and 2D photonic bandgap micorstrip structures. Microwave and Optical Technolgy Letter, 1999,22 (6) :411 ~ 412.
  • 2SievenPiper Dan,Zhang Lijun. Romulo F Jimenez Broas.High-impedance electromagnetic sufaces with a forbidden frequency band. IEEE Trans. MTT, 1999,47( 11 ) :2059~ 2074.
  • 3Radisic V, CoccioliR. Novel 2-D Photonic bandgap structure for microstrip lines. IEEE Microwave and Guided Wave Letters,1998,8(2) :69 ~71.
  • 4Sievenpiper D F, Yablonovitch E. 3D metallo-dielectric Photonic crystals with strong capacitive coupling between metallic islands. Phys Rev Lett. 1998,80 ( 13 ): 2829 ~2832.
  • 5Bozzetti M, Orazio A D, Sario M. De, etc. Tapered photonic bandgap microstrip lowpass filters: design and realization. IEE Proc.-Microw. Antennas Propage. , 2003,150(6) :459 ~462.
  • 6Rumsey I, et al. Photonic bandgap structure used as filters in microstrip circuits. IEEE Microwave and Guidde Wave Letters, 1998(10) :336 ~ 338.
  • 7Kim T, Seo C. A novel photonic bandgap structure for low-pass filter of wide stopband. IEEE Microwave and Guided Wave Letters,2000,10 ( 1 ): 13 ~ 15.
  • 8欧阳征标,朱骏,李景镇.两端有慢变结构的光子晶体的能带特性研究[J].光学学报,2002,22(5):612-615. 被引量:23
  • 9刘海文,孙晓玮,程知群,李征帆.一种新颖的PBG宽阻带低通滤波器[J].电子学报,2004,32(5):791-794. 被引量:6

共引文献1

同被引文献49

  • 1Liu H C, Horng T S, Alexopoulous N G. Radiation of printed antennas with a coplanar waveguide feed [ J ]. IEEE Trans. Antennas Propagat. , 1995, 43(10) : 1143- 1148.
  • 2Bahl I J, Stuehly M A. New microstrip slot radiator for medical application I J]. Electronics Letters. 1980, 16 (19) : 731-732.
  • 3Ho C H, Shumaker P K, Smith K B. Microstrip-fed cylindrical slot antenna for GPS application[ C]. IEEE Antennas and Proagation Society International Symposium. USA, 1997. 2214-2218.
  • 4Yousefi L, Baharak M I, Ramahi O M. Enhanced Bandwidth Artificial Magnetic Ground Plane for Low-Profile Antennas[ J ]. IEEE Antennas and Wireless Propagation Letters, 2007, 6:289-292.
  • 5Leung W Y, Biswas R, Cheng S D, et al. Slot antennas on photonic bandgap crystals[J]. IEEE Trans. Antennas Propagat. , 1997, 45(10) : 1569-1570.
  • 6Shumpert J D, Chappell W J, Katehi L B. Parallel-plate mode reduction in conductor backed slots using electromagnetic bandgap substrates[J]. IEEE Trans. Microw. Theory Tech., 1999, 47(11) : 2099 -2104.
  • 7Park J Y, Chang C C, Qian Y, et al. An improved lowprofile cavity-backed slot antenna loaded with 2D UC-PBG reflector[ C]. IEEE Antennas and Proagation Society International Symposium. Los Angeles: 2001. 194-197.
  • 8Elek F, Abhari R, Eleftheriades G V. A Uni-Directional Ring-Slot Antenna Achieved by Using an Electromagnetic Band-Gap Surface [ J ]. IEEE Transactions on Antennas and Propagation, 2005, 53(1): 181-190.
  • 9Abhari R, Eleftheriades G V. Metallo-dielectric electromagnetic bandgap structures for suppression and isolation of the parallel-plate noise in high-speed circuits [ J ]. IEEE Trans. Microw. Theory Tech. , 2003, 51 ( 6 ) : 1629-1639.
  • 10Sievenpiper D, Zhang L, Broas R F J, et al. High impedance electromagnetic surfaces with a forbidden frequency band[J ]. IEEE Trans. Microwave Theory and Techniques, 1999, 47( 11 ) : 2059-2074.

引证文献4

二级引证文献6

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部