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wei_cai [2015/05/18 10:01]
weinbub [Affiliation(s)]
wei_cai [2019/10/30 14:12]
weinbub [Wigner-specific research]
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   * Associate Professor II (off-scale),​ Department of Mathematics,​ University of California at Santa Barbara 9/96   * Associate Professor II (off-scale),​ Department of Mathematics,​ University of California at Santa Barbara 9/96
 ===== Wigner-specific research ===== ===== Wigner-specific research =====
 +(selection)
  
-[1JiangHaiyan ​and Lu, Tiao and Cai, Wei"A device adaptive inflow boundary condition for Wigner equations of quantum transport"Journal of Computational Physics, Vol.258, p.773--786, ​2014+  * Zhenzhu Chen, [[Sihong Shao]], and [[Wei Cai]], [[https://​www.sciencedirect.com/​science/​article/​pii/​S0021999119304553|A high order efficient numerical method for 4-D Wigner equation of quantum double-slit interferences]],​ J. Comput. Phys. **396**, 54 (2019) 
- +  * Haiyan Jiang, Tiao Lu, and [[Wei Cai]][[https://​www.sciencedirect.com/​science/​article/​pii/​S0021999113007572|A device adaptive inflow boundary condition for Wigner equations of quantum transport]]JComput. Phys. **258**, 773 (2014) 
-[2ShaoSihong and Lu, Tiao and Cai, Wei"Adaptive conservative cell average spectral element methods for transient Wigner equation in quantum transport", Commun. Comput. Phys, Vol.9, p.711--739, ​2011. +  * [[Sihong Shao]], Tiao Lu, and [[Wei Cai]][[https://​www.cambridge.org/​core/​journals/​communications-in-computational-physics/​article/​adaptive-conservative-cell-average-spectral-element-methods-for-transient-wigner-equation-in-quantum-transport/​71FE2A189AAB8391E03EA9D1A6F06923|Adaptive conservative cell average spectral element methods for transient Wigner equation in quantum transport]], Commun. Comput. Phys **9**, 711 (2011) 
- +  * Haiyan ​Jiang,[[Wei Cai]], and Raphael ​Tsu, [[https://​www.sciencedirect.com/​science/​article/​pii/​S0021999110006662|Accuracy of the Frensley inflow boundary condition for Wigner equations in simulating resonant tunneling diodes]]JComput. Phys. **230**, 2031 (2011) 
-[3] Jiang, ​Haiyan and Cai, Wei and Tsu, Raphael"Accuracy of the Frensley inflow boundary condition for Wigner equations in simulating resonant tunneling diodes"Journal of Computational Physics, Vol.230, No.5, p.2031--2044, ​2011. +  ​* ​Haiyan ​Jiang and [[Wei Cai]][[https://​www.sciencedirect.com/​science/​article/​pii/​S0021999110000811|Effect of boundary treatments on quantum transport current in the Green’s function and Wigner distribution methods for a nano-scale DG-MOSFET]]JComput. Phys. **229**, 4461 (2010)
- +
-[4] Jiang, ​Haiyan and Cai, Wei"Effect of boundary treatments on quantum transport current in the Green’s function and Wigner distribution methods for a nano-scale DG-MOSFET"Journal of Computational Physics, Vol.229, No.12, p.4461--4475, ​2010.+
  
 ===== Affiliation(s) ===== ===== Affiliation(s) =====
  
-Professor, Department of Mathematics, ​University ​of North Carolina at Charlotte, USA  +Clements Chair of Applied Mathematics, Department of Mathematics, ​Department ​of Mathematics,​ Southern Methodist University, USA 
-===== Email ===== +
-  +
-[[wcai@uncc.edu]]+
  
 ===== Additional information ===== ===== Additional information =====
  
 +  * [[https://​people.smu.edu/​cai/​|University Profile]]
wei_cai.txt · Last modified: 2019/11/06 12:28 by weinbub