助理教授 深港微电子学院

陈全博士毕业于香港大学电机电子工程系。曾任加州大学圣迭戈分校(UCSD)博士后和香港大学研究助理教授,2019年加入南方科技大学深港微电子学院任助理教授。陈博士专注于电子设计自动化(EDA)领域的大规模模拟/射频电路仿真、多物理分析以及先进纳米器件的量子力学第一性原理仿真。获2012年ICCAD最佳论文奖提名,2020年吴文俊人工智能芯片奖二等奖,入选深圳市孔雀团队。主持或参与包括国自然重点,国自然专项和广东省重点研发计划等纵向项目。与多个EDA产业界龙头企业进行横向项目合作,具有丰富EDA技术转化及商业化经验。

个人简介

研究领域

新一代超大规模模拟及射频电路仿真技术

后摩尔时代多物理EDA技术

基于量子物理的纳米器件/材料仿真


教学

机器学习及电子设计自动化简介 (2019年夏季,本科生)

先进电子设计自动化EDA (秋季,研究生)

电子设计自动化(EDA)基础(春季,本科生)

 


学术成果 查看更多

所获荣誉:

1.吴文俊人工智能奖二等奖(核心成员),2020年12月

2. 第一届全国创业大赛“京津冀 – 粤港澳国际青年创新创业大赛”银奖,南京,2018年10月。

3.全国创业大赛“2018”创客中国“智慧芯片设计与应用创新创业大赛”第二名,南京,2018年11月

4. 最佳论文奖提名,IEEE International Conference on Computer-Aided Design (ICCAD), 2012

学术论文:

C. Wang, D. Yang and Q. Chen, “EI-MOR: A Hybrid Exponential Integrator and Model Order Reduction Approach for Transient Power/Ground Network Analysis”, in Proc. Intl. Conf. on Computer-Aided Design (ICCAD), San Diego, Nov. 2022

D. Liu and Q. Chen, “TEMT: A Transient Electronic-Magnetic-Thermal Coupled Simulation Framework for STT-MTJs,” in IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems (TCAD), 2022.

Q. Chen, “EI-NK: A Robust Exponential Integrator Method with Singularity Removal and Newton-Raphson Iterations for Transient Nonlinear Circuit Simulation”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 41, no. 6, pp. 1693-1703, June 2022.

T. Hou, P. Zhen, N. Wong; Q. Chen, G. Shi, S. Wang and H. B. Chen “Multilayer Perceptron Based Stress Evolution Analysis under DC Current Stressing for Multi-segment Wires,” in IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems (TCAD), May 2022.

T. Hou, N. Wong, Q. Chen, Z. Ji and H. -B. Chen, “A Space-Time Neural Network for Analysis of Stress Evolution under DC Current Stressing,” in IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems, (TCAD), Apr. 2022.

M. Zhang, J. Li, C. Yang, and Q. Chen, “Deflated Restarting of Exponential Integrator Method with an Implicit Regularization for Efficient Transient Circuit Simulation,” Electronics, vol. 10, no. 9, p. 1124, May 2021.

Q. Chen, “A Robust Exponential Integrator Method for Generic Nonlinear Circuit Simulation”, Design Automation Conference (DAC), San Francisco, Jul. 2020

Chen, W. Schoenmaker, S.-H. Weng, C.-K. Cheng, G.-H. Chen, L.-J. Jiang and N. Wong, “A fast time-domain EM-TCAD coupled simulation framework via matrix exponential with stiffness reduction,” Intl. Journal of Circuit Theory and Applications (IJCTA), vol. 44, no. 4, pp. 833-850, Apr. 2016.

Zhuang, X. Wang, Q. Chen, P. Chen, and C.K. Cheng, “From Circuit Theory, Simulation to SPICE_Diego: A Matrix Exponential Approach for Time-Domain Analysis of Large-Scale Circuits,” IEEE Circuits and Systems Magazine, pp. 16-34, issue 2, 2016. (Invited Paper)

G. Mei, W. Schoenmaker and Q. Chen, “An Efficient Transient Electro-Thermal Simulation Framework for Power Integrated Circuits”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 35, no. 5, pp. 832-843, Oct. 2015.

Chen, J. Li, C. Y. Yam, Y. Zhang, N. Wong and G. H. Chen, “An approximate framework for quantum transport calculation with model order reduction”, Journal of Computational Physics (JCP), 286, pp. 49-61, 2015.

Schoenmaker, Q. Chenand P. Galy, “Computation of self-induced magnetic field effects including the Lorentz force for fast-transient phenomena in integrated-circuit devices”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 33, no. 6, pp. 893-902, Jun. 2014.

Meng, Z. Yin, C. Y. Yam, S. Koo, Q. Chen, N. Wong and G. H. Chen, “Frequency-domain multiscale quantum mechanics/electromagnetics simulation method”, Journal of Computational Chemistry (JCC), vol. 139, no. 24, pp. 244111, Dec. 2013.

Y. Yam, J. Peng, Q. Chen, S. Markov, J. Z. Huang, N. Wong, W. C. Chew and G. H. Chen, “A multi-scale modelingof junctionless field-effect transistors”, Applied Physics Letters (APL), vol. 103, no. 6, pp. 062109 (1-5), Aug. 2013.

Q. Chen, S. L. Ho and W. N. Fu, “A new low radiation wireless transmission system in mobile phone application based on magnetic resonant coupling”, IEEE Trans. on Magnetics (TMAG), vol. 49, no. 7, pp. 3476-3479, Jul. 2013.

Q. Chen, W. Schoenmaker, G. H. Chen, L. J. Jiang and N. Wong, “A numerically efficient formulation for time-domain electromagnetic-semiconductor co-simulation for fast-transient systems”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 32, no. 5, pp. 802-806, May 2013.

Q. Chen, S. L. Ho, and W. N. Fu, “Numerical investigation of magnetic resonant coupling technique in inter-chip communication via electromagnetics-TCAD coupled simulation”, IEEE Trans. on Magnetics (TMAG), vol. 48, no. 11, pp. 4253-4256, Oct. 2012.

H. Weng*, Q. Chen*, and C. K. Cheng, “Time-domain analysis of large-scale circuits by matrix exponential method with adaptive control”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 31, no. 8, pp. 1180-1193, Aug. 2012. (*Equally contributing authors)

Q. Chen, S. H. Weng, and C. K. Cheng, “A practical regularization technique for modified nodal analysis in large-scale time-domain circuit simulation”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 31, no. 7, pp. 1031-1040, Jul. 2012.

Meng, C. Y. Yam, S. Koo, Q. Chen, N. Wong, and G. H. Chen, “Dynamic multiscale quantum mechanics/electromagnetics simulation method”, Journal of Chemical Theory and Computation (JCTC), vol. 8, no. 4, pp. 1190-1199, Feb. 2012.

Y. Yam, L. Y. Meng, G. H. Chen, Q. Chen and N. Wong, “Multiscale quantum mechanics/electromagnetics simulation for electronic devices”, Journal of Physical Chemistry Chemical Physics (PCCP), vol. 13, no. 32, pp. 14365-14369, Jun. 2011. (Invited Paper)

Chen, W. Schoenmaker, P. Meuris and N. Wong, “An effective formulation of coupled electromagnetic-TCAD simulation for extremely high frequency onwards”, IEEE Trans. on Computer-Aided Design of Integrated Circuits and Systems (TCAD), vol. 30, no. 6, pp. 866-876, Jun. 2011.

加入团队

本课题组现招收具有EDA相关的博士后和研究助理若干名
 
博士后岗位(1名)
基本要求:

热衷科学研究、恪守学术道德准则,善于团队协作;
国内外知名高校微电子,计算机,物理,应用数学等相关专业获得博士学位,不超过三年;
具有在与课题组研究方向契合的扎实专业技能之一,包括但不限于,


较好的数学基础(如线性代数,张量算法,机器学习算法等)
良好计算机编程能力(Python,C++,Matlab,Fortran等)
物理建模能力(量子物理,TCAD仿真,Compact Model, 多物理仿真等);


较高的英文读写能力,在主流SCI期刊发表过一作论文,论文能体现自己的特长与能力;
研究方向:研究方向以课题组研究兴趣为中心,具体可根据申请者研究背景及特长商定;
优秀者可推荐到世界知名大学进行交流与合作研究,包括麻省理工大学,加州大学圣迭戈分校(UCSD),加州大学圣芭芭拉分校(UCSB)和香港大学;
满足以上条件者,有出国留学经历者优先考虑。

 
岗位待遇:

年薪不少于33万元(含市财政给予的免税生活补助18万元/年),其它待遇参考正式教职工执行;特别优秀者可申请校长卓越博士后,年薪可达42万元;
提供优良的工作与住宿环境、餐补,统一购买五险,过节发放过节费与过节礼品;
研究组为博士后的科研工作提供充足的科研经费保障与对外交流的机会;
可作为负责人申请博士后科学基金、国家自然科学基金及省、市各级课题。
出站后表现优异者可申请研究系列教授留校工作;

 
科研助理(1-2名)
基本要求:

已经取得本科学士学位(一般不超过两年)或即将获得学士学位;
具较强的学习能力和端正的学习态度。为人认真负责,有独立思考能力
有较强计算机系统管理能力(包括软件管理,license管理,并行化计算等)。
有一定编程基础(如Python,Fortran,C++及Matlab)
具有一定的英文读写能力
做事认真负责,有团队合作能力

 
岗位待遇:

月薪不低于8000元人民币,具体视能力而定;
享受过节费、餐补等学校教职员工福利待遇;
一年聘期结束后,对于符合相关申请条件的科研助理,可以推荐申请南科大与国外(境外)知名高校的博士生联合培养项目,攻读博士学位。

 
请将个人简历(含申请人近期照片)及相关材料(代表性论文、获奖证书、个人陈述等)发送至chenq3@sustech.edu.cn。请将邮件主题设为 “应聘XX岗位” 。申请博士后岗位的需提供至少3位推荐人的姓名和联系方式。
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