楊順川:研究方向,人物經歷,教育經歷,工作經歷,研究工作,學術成果,榮譽獎項,

楊順川，男，生於1986年5月5日，博士，北京航空航天大學副教授、博士生導師。

基本介紹

中文名：楊順川
出生日期：1986年5月5日
畢業院校：加拿大戴爾豪斯大學
學位/學歷：博士
職業：教師
專業方向：從事開發高效、高精度數值新型算法
職務：碩士生導師
就職院校：北京航空航天大學
職稱：副教授

研究方向,人物經歷,教育經歷,工作經歷,研究工作,學術成果,榮譽獎項,

研究方向

從事開發高效、高精度數值新型算法，用於解決實際工程中具有挑戰的計算問題，如高密度積體電路參數快速提取，多物理場仿真，電大多尺度目標電磁散射，電磁兼容等，具體包括時域有限差分（FDTD）法，有限元法（FEM），矩量法（MoM）與無格線（Meshless）算法等；以及積體電路硬體設計。

人物經歷

教育經歷

[1] 2012.9-2015.9

加拿大戴爾豪斯大學 | 電氣工程 | 博士學位

[2] 2009.9-2012.3

浙江大學 | 光學工程 | 工學碩士

[3] 2005.9-2009.6

四川大學 | 光信息科學與技術 | 本科

工作經歷

[1] 2017.9-至今

北京航空航天大學 |

副研究員

[2] 2015.10-2017.2

加拿大多倫多大學 | 博士後

研究工作

1、積體電路快速建模

隨著二維積體電路加工工藝逐漸達到物理極限，積體電路逐漸向三維空間集成方向發展，通過轉接板（interposer）、穿透矽通孔(TSV)等技術使得積體電路繼續按照（甚至超越）摩爾定律發展。隨著三維集成技術的不斷發展，金屬互連線尺寸不斷縮小，集成度不斷增大，傳統方法難以進行有效建模與仿真。本研究方向主要開發新型高效、高精度數值算法實現對三維高密度積體電路快速建模，實現參數快速提取，用於積體電路可靠性、信號完整性設計等。其中主要的數值算法包括：表面積分方程方法、體積分方程方法、有限元、混合方法，區域分解等。

2、多物理場建模與仿真

自然界中真實物理現象發生通常是同時包括多個物理過程，如個人電腦在使用過程中，CPU通電產生熱，同時空氣流動帶走一部分熱量，最後達到穩態。這一過程包括電-熱-流體三個物理過程。我們熟悉的積體電路中電-熱效應，高速飛行器中流體-熱問題等都為多物理場效應。如何快速準確預測多物理場效應，這是我們這一研究方向的主要研究內容。這一方向主要工作是開發新型高效算法，側重於不同物理場間的耦合關係處理。主要研究方法包括有限差分法（FD），時域有限元（TDFEM）等時域方法。

3、電大、多尺度目標電磁散射計算

隨著電子設備工作頻率不斷提高，其電尺寸（物體尺寸相對於工作波長）不斷增加，逐漸呈現出電大尺寸特點；同時不同設備在同一平台下協同工作，各種設備具有不同尺度如可能上百米大型船舶平台可能包括小型無線設備，數十米的飛機平台上的無線通訊設備等。如何高效處理這些實際生活中複雜平台結構，我們需要開發新型高效時域方法、頻率算法，其中主要包括並行計算、區域分解以及混合方法等。

4、電磁兼容

現代電子設備工作時會發出各種電磁場能量，這些能量可能會通過設備的線纜，孔縫等耦合進設備，干擾其正常工作。電子設備在受到其他電子設備干擾時，也可能會發出電磁能量干擾其他電子設備。如何對這些物理現象進行建模，同時解決實際電磁兼容問題。主要研究內容包括：1、建模算法研究，如線纜、孔縫高精度建模等；2、基於機器學習方法的設沒識別；3、其他。

5、未來？

相關理論不斷的發展，未來研究是在於你的選擇？

學術成果

Reprints

23. X. Zhou, Z. Zhu,S. Yang, D. Su, "Towards a Unified Approach to Electromagnetic Analysis by Multilayer Embedded Objects", arXiv preprint arXiv:1909.01854.

22. X. Zhou,S. Yang, D. Su, "A Surface Integral Formulation for Scattering Modeling by 2D Penetrable Objects", arXiv preprint arXiv:1904.03096.

21. Y. Zhang, P. Wang, W. Li,S. Yang, "An Accurate Edge-based FEM for Electromagnetic Analysis with Its Applications to Multiscale Structures"，arXiv preprintarXiv:1910.01850.

Journal papers

2019:

20. Y. Monfared, M. Hajati, C. Liang,S. Yang, M. Qasymeh, "Quasi-D-Shaped Fiber Optic Plasmonic Biosensor for High-Index Analyte Detection",IEEE Sensors Journal, accepted for publication.

19. J. Nie,S. Yang, D. Su, “Spherical Equivalent Dipole Array Theory and Its Applications to Complex Electromagnetic System”,IEEE ACCESS, vol. 7, 2019.

18. G. Chen,S. Yang, D. Su, “An Accurate Three-Dimensional FDTD (2,4) Method on Face-Centered Cubic Grids with Low Numerical Dispersion”,IEEE Antennas and Wireless Propagation Letters, vol. 18, no. 9, pp. 1711-1715, Sep. 2019.

17. D. Su, K. Zhu, H. Xu, Z. Peng,S. Yang, Y. Liu, “An Accurate and Efficient Approach for High-Frequency Transformer Parameter Extraction”,Chinese Journal of Electronics, vol. 28, no. 5, pp. 1059-1065, Sep. 2019.

16.楊順川, 蘇東林, "基於體積分方程的三維積體電路互連線電磁快速求解器",電波科學學報, vol. 34, no. 4, pp. 499-504, Aug. 2019.

15.S. Yang, D. Su, “Fast Green Function Evaluation for Method of Moment”,IEEE Antennas and Wireless Propagation Letters, vol. 18, no. 8, pp. 1651-1655, Aug. 2019.

14. D. Su, H. Liu,S. Yang, Z. Zhao“An Analytical Method for Calculating the Shielding Effectiveness of an Enclosure with an Oblique Rectangular Aperture”,Chinese Journal of Electronics, vol. 28, no. 4, pp. 850-854, Jul. 2019.

13. Y. Monfared, C. Liang, R. Khosravi, B. Kacerovska,S. Yang, “Selectively Toluene-Filled Photonic Crystal Fiber Sagnac Interferometer with High Sensitivity for Temperature Sensing Applications”,Results in Physics, vol. 13, Jun. 2019.

12. J. Nie,S. Yang, Q. Ren, D. Su, “A Novel Classification Method Based on Adaboost for Electromagnetic Emission”,ACES Journal, vol. 34, no. 6, pp.962-969, Jun. 2019.

11.S. Yang, D. Su, “A Divergence-free Meshless Method for Transient Vector Wave Equations”,ACES Journal,vol. 34, no. 6, pp.835-843, Jun. 2019.

10. G. Chen,S. Yang, Q. Ren, S. Cui, D. Su,“Numerical Dispersion Reduction Approach for Finite-difference Methods”,Electronics Letters, vol. 55, no. 10, pp. 591-583, May, 2019.

2018 and earlier:

9. F. Wei, Z. Chen,S. Yang, “On the Analytical Solution of the FDTD Method”,IEEE Transaction on Microwave Theory and Techniques, vol. 64, pp. 3370-3379, Nov. 2016.

8.S. Yang, S. Ponomarenko, Z. Chen, “Coherent pseudo-mode decomposition of a new partially coherent source class”,Optics Letters, vol. 40, pp. 3081 – 3084, 2015

7.S. Yang, Z. Chen, Y. Yu, S. Ponomarenko, “A Divergence-Free Meshless Method Based on the Vector Basis Function for Transient Electromagnetic Analysis”,IEEE Transactions on Microwave Theory and Techniques, vol. 62, pp. 1409-1416, 2014.

6.S. Yang, Z. Chen, Y. Yu, S. Ponomarenko, “On the Numerical Dispersion of the Radial Point Interpolation Meshless Method”,IEEE Microwave and Wireless Components Letters, vol. 24, no. 10, pp. 653-655, Oct. 2014.

5.S. Yang, Y. Yu, Z. Chen, S. Ponomarenko, “A Time-Domain Collocation Meshless Method with Local Radial Basis Functions for Transient Analysis”,IEEE Transactions on Antennas and Propagation, vol. 62, pp. 5334-5338, Oct. 2014.

4.S. Yang, Z. Chen, Y. Yu, S. Ponomarenkno, “Efficient implementation of the divergence- preserved ADI-FDTD method”,IEEE Antennas and Wireless Propagation Letters, vol. 11, pp. 1560-1563, Dec. 2012.

3. X. Wang, W. Yin, Z. Chen,S. Yang, “One-Step Leapfrog ADI-FDTD Method Including Lumped Elements and Its Stability Analysis”,IEEE Antennas and Wireless Propagation Letters, vol.11, pp. 1406-1409, Nov. 2012.

2.S. Yang, Z. Chen, Y. Yu, W. Yin, “An unconditionally stable one-step arbitrary-order leapfrog ADI-FDTD method and its numerical properties”,IEEE Transactions on Antennas and Propagation, vol. 60, pp. 1995-2003, Apr. 2012.

S. Yang, Z. Chen, Y. Yu, W. Yin, “The unconditionally stable one-step leapfrog ADI- FDTD method and its comparisons with other FDTD methods”,IEEE Microwave and Wireless Components Letters, vol. 21, no. 12 pp. 640-642, Dec. 2011.
Conference proceedings

2020:

22. Z. Zhu, X. Zhou, J. Wang,S. Yang,“Single-Source SIE for TE Electromagnetic Analysis of Penetrable Objects,”accepted by IEEE AP-S/URSI2020.

21. X. Zhou, Z. Zhu,S. Yang,“Novel Single-Source SIE for Scattering Problems by Complex Multilayer Embedded Objects”, accepted by ICCEM2020.

2019:

20.S. Yang,D. Su, “Efficient Expotential Function Evaluation for MOM and Its Applications to Integrated Circuit Modeling”, accepted byACES-China2019.

19. X. Zhou, Z. Zhu,S. Yang, D. Su, “A Novel Single Source Surface Integral Equation for Electromagnetic Analysis by Multilayer Embedded Objects”, accepted byACES-China2019.

18. G. Chen,S. Yang, S. Cui, D. Su, “Scheme of Numerical Dispersion Reduction at High Frequency for Arbitrary Order FDTD Method”, accepted byACES-China2019.

17. Y. Zhang, P. Wang, W. Li,S. Yang, “An Edge-based Smoothed FEM for Multiscale Electrostatic Lens Modeling”, accepted byICEAA-IEEE APWC2019.

16. Y. Zhang,S. Yang, D. Su, “An Edge-based Smoothed FEM for Accurate High-Speed Interconnect Modeling”, accepted byNEMO2019, Boston, USA, May, 2019.

15.S. Yang, D. Su, “Fast Green Function Evaluation for Method of Moment”, accepted byNEMO2019, Boston, USA, May, 2019.

2018 and earlier:

14.楊順川, 蘇東林, “基於體積分方程的三維積體電路互連線電磁快速求解器”, 第26屆全國電磁兼容學術會議(EMC2018/重慶), 2018.10.（優秀論文獎）

13. Jing Nie,Shunchuan Yang, Qiang Ren, Donglin Su, “A novel classification method based on adaboost for electromagnetic emission characteristics”,The Applied Computational Electromagnetics Society China (ACES-China), July, 2018. (Invited)

12. Jie Zhang, Jianzhong Lu, Yan Liu,Shunchuan Yang, “A Vector Meshless Method for Transient Vector Wave Equations”,The Applied Computational Electromagnetics Society China (ACES-China), July, 2018.

11. U. Patel, S. Sharma,S. Yang, S. Hum, P. Triverio, “Full-Wave Electromagnetic Characterization of 3D Interconnects Using a Surface Integral Formulation”,the 26th Conference on Electrical Performance of Electronic Packaging and Systems, October 2017.（Best paper award）

10. Wei Fan, Z. Chen,S. Yang, “Towards the Wave-equation Based Explicit FDTD Method Without Numerical Instability”,Computational Electromagnetics (ICCEM), February 2016.

9. W. Fan, Z. Chen,S. Yang, “A wave equation based unconditionally stable explicit FDTD method”,IEEE International Microwave Symposium (IMS), August 2015.

8.S. Yang, Z. Chen, Y. Yu, S. Ponomarenko, “A Robust Meshless Method with QR-Decomposed Radial Basis Functions”,IEEE International Microwave Symposium (IMS), May 2015.

7.S. Yang, Z. Chen, Y. Yu, S. Ponomarenko, “A vector-based divergence-free meshless method”,IEEE Antenna Technology and Applied Electromagnetics (ANTEM2014), July, 2014.

6. Z. Chen,S. Yangand Y. Yu, “How Can We Unify Numerical Methods With A Single Mathematic Framework?”,Asia-Pacific Conference on Antennas and Propagation, July, 2014.

5.S. Yang, Z. Chen, Y. Yu, S Ponomarenko, “New Development of the Meshless Method”,the 12th International Workshop on Finite Elements for Microwave Engineering, May, 2014.

4.S. Yang, Z. Chen, Y. Yu, “On the New Efficiency-Improved Divergence-Preserved ADI- FDTD Method”,the National Conference on Antenna, November, 2013.

3.S. Yang, Z. Chen, Y. Yu, S. Ponomarenko, “On the divergence properties of the new efficiency-improved divergence preserved ADI-FDTD method”,IEEE International Microwave Symposium (IMS), June, 2013.

2.S. Yang, Y. Yu, Z. Chen, W. Yin, “A subgridding scheme using hybrid one-step leapfrog ADI-FDTD and FDTD methods”,IEEE International Microwave Symposium (IMS), June, 2012.

S. Yang, Y. Yu, Z. Chen, W. Yin, “The convolutional perfectly matched layer (CPML) for the leapfrog ADI-FDTD method”,IEEE International Microwave Symposium (IMS), June, 2011.

榮譽獎項

1. 2019國際套用計算電磁學會（ACES-China2019）青年科學家獎，2019.08

2.優秀論文獎，第26屆全國電磁兼容學術會議，2018.10

3.Best paper award，IEEE 26th IEEE Conference on Electrical Performance of Electronic Packaging and Systems (EPEPS), October, 2017

4. W. Killam Memorial Scholarship, 2015–2016 (Declined)

5. W. Killam Memorial Scholarship, 2014–2015

6. 國家優秀自費留學生獎學金，2013

7. IEEE IMS2013 PhD Student Sponsorship Initiative, 2013

8. 浙江大學優秀畢業生, 2012

9. 浙江大學一等“舜宇” 獎學金, 2011

10. 國家勵志獎學金, 2006 – 2008

11. 國家獎學金, 2005 – 2006

楊順川