本文使用分子动力学模拟方法,研究了单根碳纳米管在线性剪切流场中的定向行为,选用Lennard-Jones势能函数描述的氩作为流体介质.发现碳纳米管偏向沿与流动方向呈一个微小夹角的方向取向,可以由此定义三种随时间变化的定向行为,分别定义为“完全定向”(碳纳米管在一个取向附近微小摆动)、“间断定向”(碳纳米管在完全定向中的摆动会不时被360°转动打断)以及“无法定向”(碳纳米管的运动以360°转动为主).研究发现,碳纳米管的定向行为取决于流体剪切率、密度、温度和碳纳米管管长、管径等因素.
参考文献
[1] | Natnael Behabtu;Colin C. Young;Dmitri E. Tsentalovich;Olga Kleinerman;Xuan Wang;Anson W. K. Ma;E. Amram Bengio;Ron F. ter Waarbeek;Jorrit J. de Jong;Ron E. Hoogerwerf;Steven B. Fairchild;John B. Ferguson;Benji Maruyama;Junichiro Kono;Yeshayahu Talmon;Yachin Cohen;Marcin J. Otto;Matteo Pasquali .Strong, Light, Multifunctional Fibers of Carbon Nanotubes with Ultrahigh Conductivity[J].Science,2013(Jan.11 TN.6116):182-186. |
[2] | Hobbie, E.K. .Shear rheology of carbon nanotube suspensions[J].Rheologica Acta: An International Journal of Rheology,2010(4):323-334. |
[3] | Hobbie EK.;Wang H.;Kim H.;Lin-Gibson S.;Grulke EA. .Orientation of carbon nanotubes in a sheared polymer melt[J].Physics of fluids,2003(5):1196-1202. |
[4] | Hobbie EK;Fry DJ .Rheology of concentrated carbon nanotube suspensions[J].The Journal of Chemical Physics,2007(12):24907-1-24907-7-0. |
[5] | Tang WZ;Advani SG .Nonequilibrium molecular dynamics simulation to describe the rotation of rigid, low aspect ratio carbon nanotubes in simple shear flow[J].The Journal of Chemical Physics,2007(14):44711-1-44711-6-0. |
[6] | C. Tannous .Langevin simulations of rod-shaped object alignment by surface flow[J].Surface Science: A Journal Devoted to the Physics and Chemistry of Interfaces,2011(9/10):923-929. |
[7] | Han Y;Alsayed AM;Nobili M;Zhang J;Lubensky TC;Yodh AG .Brownian motion of an ellipsoid[J].Science,2006(5799):626-630. |
上一张
下一张
上一张
下一张
计量
- 下载量()
- 访问量()
文章评分
- 您的评分:
-
10%
-
20%
-
30%
-
40%
-
50%