![]()
-
- 电子邮箱：2c1152a8398703ae6e252a738c89a5e48c24c0b3c1df1b5e590403cfa6b011e88c4afbf371f30acc8683eb3d47a4229db0df7317a5b8aaa9e148576deea39c7b16acd2fef745df48f037a02f8e1acff709a94357879e3c0133da48bd3a5c7c1704f20f69936c71902347c941bc9d22d1c6a2ebde7364453b40382eedcd18a550
- 所在单位：理学院
- 学历：研究生毕业
- 办公地点：主楼1001室
- 性别：男
- 联系方式：62282322
13522069325
- 学位：博士学位
- 在职信息：在职
- 毕业院校：北京师范大学
- 所属院系：理学院
- 邮编：8543245952179c1dda5666b9ca3ff5897b7050753c4aa2392ed0ffb74ddf49fe22908a516b367a5c9e2af1740e336edfd335f81e459d9921ad5c8db201d6dc55c887f3009eb1fe793a9cdb14d60cc1c80af7b55bbab41a8da1967761db74150ee2579958de6414c94fc9e9798bbfa01ff20d02e7cd2bc5c37fb6c370a8b769ba
- 通讯/办公地址：a8d952031bb2017dde15bd68a30d50b7d80ecb7f4c8f21b66fe797350baf73b261d0d10f656910e6eedb3f012157ce0ba27fae22b5e11b7c009867c51080536d45b4cc150da98954773d666cd3f50038811e7c7fe3f1851eaeb3b31a503b1643d06893ef1a92f786af8364f555cd543bf0b5d8146e001a17a0519cb45d9316b5
- 办公室电话：35f9bba4d91a21e4f36b3fc9171f1871c1bff1a27f2460f72c44e1ffc6ea82e03625a128537d0ada7b883b96e6d49a58a41e67989395b797f1d27627cba6ebfcb1025b0919b8c5c093df376d68b54492cb36062e0d9655b0c62205f2e0fdb5160cb9659ec86ea89ce68ef1ed05e2a00a5f91132319b8a943d9bb3e48800757e3
- 移动电话：67bf54cae3a3ccbf43a430a035cf0098306c9b60dbc83d1a52b439b7afb7b7b753070a4f84054c144f5c2f8d30e851e5a7f33b455773e18975a6db8c518ae6dc308000d6389c12ae9c5e82e0ff165ca5ccf255daabb88d872a0d4548c06eb0543fd7a5d78e85540fec3990c4280fc5e5ef2a6b6c13b590153cf4b5847db47b1d
- 邮箱：2c1152a8398703ae6e252a738c89a5e48c24c0b3c1df1b5e590403cfa6b011e88c4afbf371f30acc8683eb3d47a4229db0df7317a5b8aaa9e148576deea39c7b16acd2fef745df48f037a02f8e1acff709a94357879e3c0133da48bd3a5c7c1704f20f69936c71902347c941bc9d22d1c6a2ebde7364453b40382eedcd18a550
论文成果
-
陈锐,Application of the grp shceme for cylindrical compressible fluid flows:Communications in Computational Physics,2018,24:1522-1555
-
陈锐,Decoupled, Energy Stable Scheme for Hydrodynamic Allen-Cahn Phase Field Moving Contact Line Model,:Journal of Computational Mathematics,2018,36:661-681
-
陈锐,Second Order, linear and unconditionally energy stable schemes for a hydrodynamic model of Smectic-A Liquid Crystals,:SIAM Journal on Scientific Computing,2017,39:2808-2833
-
陈锐,Numerical Approximations for Allen-Cahn Type Phase Field Model of Two-Phase Incompressible Fluids with Moving Contact Lines:Communications in Computational Physics,2017,21:867-889
-
陈锐,The kinematic effects of the defects in liquid crystal dynamics:Communications in Computational Physics,2016,20:234-249
