林机

作者:来源:发布时间:2017-04-14

个人简介

机,女,1965年5月出生,浙江省永康市人,现为浙江师范大学数理信息学院教授、博士生导师。

◆学习经历:

1982.9-1986.7  浙江师范大学物理系获理学学士,物理学教育专业;

1990.9-1991.7  南开大学物理系理论物理助教班学习,获结业证书;

1998.9-2001.5  中国科技大学非线性中心获理学博士学位,

理论物理专业;

2008.6-2008.8  获浙江省“151”人才工程留学基金资助赴澳大利亚悉

尼大学访学;

2010.12-2011.2  获浙江省包玉刚留学基金会资助赴美国佛蒙特大学访

◆工作简历:

1986.7至今浙江师范大学物理系、数理学院和数理信息学院任教;

助教(1986.9)/讲师(1992.9)/副教授(1996.9)/教授(2001.11)/硕导(2001.11);

2003.1-2010.12 国际理论物理中心兼职协联成员(associate member)

2003.3-2010.3 浙江师范大学数理学院、数理信息学院副院长

◆学术和社会兼职:

浙江省物理学会理事、常务理事(2004.82013.10)

数理与信息学院副院长,(2003.42010.4)

浙江省第九、十、十一届政协委员(2003-2007,2008-2012,2013-2017).

民进金华市副主委(第五、六届) (2004.62009.6、2009.6-2014.6)

浙江省第七届青联委员(1997-2003)

◆人才梯队、荣誉:

浙江省“151”人才工程第二层次入选者(2002.8);

浙江省高校中青年学科带头人(2001.8);

浙江省三八红旗手(2003);

浙江省青少年英才奖获得者(2001);

香港求是科技基金会‘求是研究生奖学金’(2001年)

非线性偏微分方程的近似和精确解” 获省高校优秀科研成果一等奖(2010),排名第一;

孤子理论和实验研究”获国家教委科技进步二等奖(1997),(排名第二)。


◆研究领域:

1.超快脉冲与物质相互作用的非线性理论

2.周期性光学介质的孤子现象及其稳定性

3.非线性物理中的数学物理方法


科研项目

1.主持国家自然科学基金项目:激光脉冲压缩和磁性纳米材料的非线性孤子性质,

       2017.1-2020.12

2.主持浙江省自然基金重点项目高次非线性超短光孤子的传播及其特性(30万),2015.1-2018.12

编号:LZ15A050001,在研

3.主持国家自然科学基金项目:周期量级激光脉冲在非线性介质中传播特性研究(60万) ,

编号:11175158(2012.1-2015.12在研

4.主持国家自然科学基金项目:非线性周期介质中的孤子传播及稳定性(32万),2009.1-2011.12,

5.主持国家自然科学基金项目: 几个重要非线性物理方程的新严格解及其应用研究(2006.1-2008.12,结题)

6.主持浙江省自然基金项目:高维可积模型及其应用研究,(2003.1—2005.12,结题)

7.主持浙江省科技计划项目:锌氧动力电池的研究,省科技厅(2004.1-2006.6,

结题)

8.主持浙江省新世纪教改项目:物理实验教学体系和管理模式改革,教育厅(2005.12006.12,

结题)

9. 参加国家基金项目:低维费米冷原子气的相分离现象研究,(2012.1-2015.12),60万,高先龙,林机,NO11174253

10.参加国家自然基金项目:低维费米冷原子体系中的s-波拓扑超流和无序效应研究(80万),(2014-2017,在研)

11.参加浙江省自然基金重点项目:关联无序下无损耗超导强电输运,第一参加者(2009.1-2011.12)

12.浙江师范大学《关联系统的量子调控》创新团队主要研究人员,经费50万,排名第四,2009-2012

13.参加省自然基金项目:主动拉曼增益系统中光脉冲的不稳定性研究,第一参加者(2011.1-2012.12,在研)

14.参加  国家杰出青年基金:非线性物理若干问题研究, (排名第六) (2000.1- 2003.12,结题)

15.参加 国家自然基金:可积模型及其对称性研究,(2003.1-2005.12,结题)

16.主持浙江省151人才基金和省高校中青年学科带头人基金,结题


发表学术论文:

1.Ji Lin, Guang-qiao Huang and wei-xiong Chen ,Various Types of Kink and Bright

Resonant Soliton Solutions for the (2+1)-Dimensional Double sine-Gordon Equation,   

   Commun.Thoer.Phys., 64, 59-66(2015)

2.Bo Ren, Ji Lin, Interaction Behaviours between soliton and Cnoidal periodic waves for

   the cubic generalised Kadomtsev-Petviashvili equation, Z.Naturforsch. A70, 539(2015)

 3. Ji Lin, Chen Wei-wei, Jia jian, Abundant soliton solutions of the general nonlocal  

   nonlinearSchr\odinger system with the external field,  JOSAA 31,188(2014)

 4.Chen weixiong, Ji Lin*,some new exact solutions of (2+1)-dimensional sine-Gordon

   equation, Abstract and Applied Analysis2014,645465(2014)

5.Bo ren, Jian-Yong Wang, Jun Yu and Ji Lin, Finite Symmetry Transformation Groups and

   exact solutions of three generalized Breaking Soliton Equations, Chin. J. Phys.51,

   657-664(2013)

 6. Ji Lin, Hou Wang, Analytical and numerical Solutions of the equation for the beam

propagation in a photovoltaic-photorefractive media, Optics Communication,

VOL.298-299,185-190(2013)

7.Ren bo, Ji Lin, and Jun Yu, Supersymmetric Ito equation: Bosonization and exact

solutions,AIP Advances 3, 042129(2013)

 8. Jian Jia, Ji Lin*, Solitons in nonlocal nonlinear Kerr media with exponential response

   functionOptics Express, 20,7469-7479(2012)

 9. Ai-lin Guo, Ji Lin*, (2+1)-dimensional analytical solutions of the combining cubic-

   quintic nonlinear Schrodinger equation, Commun. Theor. Phys. 57(4),523-529 (2012)

10. Ji Lin , Zhao Lina, Li hua mei,Explicit soliton and periodic solutions to the Three-

wave system with quadratic and cubic nonlinearities,  Commun.Theor.Phys. 55,  

676-680(2011)

11. Hou Wang, Ji Lin*Solitons in photovoltaic photorefractive media with an external

electric field, Optics Communication 284,1458(2011)

12. . 李华星,林机*布拉格光栅中微扰光声孤立子 ,  《物理学报》,60201112401

13. 程雪苹,林机,韩平,三维非线性Schrodinger方程的直接微扰方法,59(10)《物理学报》6752

14. Xie shui-ying, Lin Ji*, Approximate symmetry reduction for perturbed nonlinear  

    Schrödinger equation,Chinese Physics B, 19,050201(2010)

15. Guo ai-lin, Ji Lin*, Exact Solutions of the (2+1)- dimensional HNLS Equation,

Commun. Theor. Phys. 54,401(2010)

16. Ren bo, Xu Xue-jun, Ji Lin*,Symmetry group and exact solutions for the 2+1

dimensional AKNS equation, J. Math. Phys. 50,123505(2009)

17. Renbo, Lin ji*, A new (2+1)- dimensional Integrable Equation, Commun. Theor.

Phys.51,13(2009)

18.Zhao Li-na, Tong zi-shuang, Ji Lin*, Solutions to the equations describing materials,

   with competing quadratic and cubic nonlinearitiesChinese Physics B, 18 (2009)

   2352-2358

19.Li hua mei , Li Yi-shen , Ji Lin, Abundant exact solutions for a strong dispersion

   -managed system,Chinese Physics B, 18(2009)3657-3662

20.Ren bo, Ji Lin *, Painleve Properties and Exact Solutions for the High-

   Dimensional Schwartz Boussinesq Equation , Chinese Physics 18,(2009)1161--1167

21. Cheng Xue-ping, JiLin, Yao jian-ming, Direct perturbation method for perturbed  

   complex Burgers equation, Chinese Physics B,18, (2009) 394

22. Ji Lin, Ren bo, Li Hua-mei and Li Yi-shen, Soliton solutions for two nonlinear   

Partial differential equations using a Darboux transformation of the Lax pairs ,

Phys. Rev. E ,77(2008) 036605

23.Ji Lin, Li Yi-shen, Qian Xian min, The Darboux transformation of the   

Schrödinger equation with an energy-dependent potential, Phys. Letts.A,362

(2007)212

24. Cheng Xue-ping, Lin ji, Han ping, Direct Perturbation Method for Derivative  

   Nonlinear Schrödinger Equation,  Commun. Theor. Phys.,50( 2008)501-504

25. Cheng xue-ping, Lin ji, The Direct Perturbation Method for Perturbed NLS

   Equations, Commun.Theor.Phys.,48(2007)231   

26. Cheng Xue-ping , Lin ji ,Ye li-jun, The asymptotical solutions of the Coupled

   Nonlinear Schr\{o}dinger Equations with the perturbation, Chinese Physics,

   16 (2007)2503-2509

27. cheng Xue-ping ,Lin ji* ,王志平, 含微扰的耦合非线性薛定谔方程组近似解,  

物理学报,56,No.6,(2007)3031-3037

28. Ye li-jun, Lin ji,Different-periodic Travelling Wave Solutions for Nonlinear

Equations, Commun.Theor.Phys. 40(2004)

29. Li Huamei, Lin Ji , Xu you-sheng, Soliton Solutions of Discrete Complex Ginzburg-

Landau Equation via Extended Hyperbolic Function Approach, Commun.Theor.Phys.,

44(2005)79-84

30. Ji Lin , Gao Xianlong, Wang ke lin, Fermion Coherent State Studies of the One-

    dimensional Hubbard Model, Commun.Theor. Phys. 47(2007)161-166.

31. Ji Lin, Wang rui-min,Ye lijun,Linear superposition method for (2+1)-dimensional

    nonlinear wave equations, Chinese Physics, 15(2006)665-670

32. Ji Lin, Cheng xue-ping, and Ye Li-jun, Soliton and periodic travelling wave  

   Solutions for the quadratic nonlinear medium, Chinese Physics Letters,

    23(2006)147-150

33. Ye lijun, Lin ji*, Painleve properties and exact solutions of the generalized coupled   

KdV systems, Z. Naturforsch ,60a (2005)313 .

34.Ji Lin, Ye lijun, Li Hua-mei, Perturbative Painleve analysis of general KdV  system

   and Its new soliton solutions, Commun. Theor. Phys., 44(2005)197-202

35. Tang X-y, Qian X-m, Ji Lin, and S-y Lou, Conditional similarity reductions of the

   (2+1)-dimensional KdV equation via the extended Lie group approach,

J. Phys.Soc. Jpn 73(2004)1464--1475

36.Ji Lin and Wu feng min, Fission and Fusion of localized coherent structures for the  

   (1+2)-dimensional KdV equation, Chaos, solitons and Fractals, 19(2004)189-193

37. Ji Lin and Qian Xianming, The interactions of Localized Coherent Structures for a  

(2+1)-dimensional System, Phys. Lett. A ,313(2003) 93-100

38. Ji Lin and Qian Xian-ming, Higher dimensional Integrable Models with Conformal

   Invariance , Commun. Thoer. Phys. ,40 (2003) 259--261

39. Ji Lin, Xu You-sheng and Wu Feng-min, Evolution Property of soliton solutions for  

The Whitham-Broer-Kaup equation and Variant Boussinesq equation, Chinese Physics,

12(2003) No.10.

 40. Ji Lin, Li Huamei, Painleve integrability and abundant localized structures of  

      (2+1)-Dimensional Higher order Broer-Kaup System, Z. Naturforsch, 57a (2002)929.

41. Ji Lin, Dromion and Multisoliton structures of the (2+1)-dimensionahigh-order

Broer-Kaup system,  Chinese Physics Letters  192002765-768

42. Ji Lin, S-y Lou, Multi-soliton solutions of the (3+1)-dimensional Nizhnik-Novikov  

   Veselov Equation, Commun. Theor. Phys. 37(2002)265-268

43. Ji Lin, X-y Tang, S-y Lou, K-l Wang, Multisoliton Solutions of the

    Konopelchenko-Dubrovsky Equation, Chin. Phys. Lett.,18 (2001)1173.

44. JiLin, Lou senyue,Wang kelin, Higher Dimensional models with infinitely dimensional  symmetry,  Commun. Theor. Phys. 35 (2001)7.

         45. Ji Lin, Xiao-yan Tang, Sen-yue Lou, A new Generalization of the (2+1)-

             dimensional Davey-Stewartson Equation, Z. Naturforsch, 56a,(2001)613-618.

46. Wang kelin,Gao xianlong, Linji ,Calculation of the ground state of the one-dimensional

two-impurity Andrson Model,  Phys.Rev.B60(1999)15492.

47. Ji Lin, Li yong, J. Yu, S-y Lou, Magro-experimental study from steady soliton to chaotic lattice soliton, Chinese Science Bulletin,42(1997)120,

48. Ji Lin, J. Yu, S-y Lou,

    (3+1)-dimensional models with infinitely dimensional Virasoro type symmetry algebra, Acta Physica Sinica ,45(1996)1073

49. Ji Lin, Zhang jiefang, Constructions of the Second Constant of Motion for Three Dimensional classical Potential Systems, Commun. Theor. Phys., 23(1995)