Mathematical models for continuous electrospun nanofibers and electrospun nanoporous microspheres
Mathematical models for continuous electrospun nanofibers and electrospun nanoporous microspheres
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DOI：
10.1002/pi.2370
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发表时间：
2007-11-01
影响因子：
3.2
通讯作者：
Liu, Yong
中科院分区：
文献类型：
--
作者：
He, Ji-Huan;Xu, Lan;Liu, Yong
对静电纺丝的数学模型进行了简要的综述。利用纳米效应和静电纺丝膨胀原理分别制备了高强度的连续纳米纤维和多孔纳米微球。根据所建立的模型，振动-静电纺丝被引入到提高静电纺丝的可纺性，Siro-静电纺丝被建议模仿蜘蛛的纺丝过程和磁-静电纺丝被用来控制静电纺丝过程中出现的不稳定性。为了解释静电纺丝中的某些特殊现象，需要发展一种既与经典力学相联系又与量子力学相联系的新理论。E-无穷大理论被认为是一种处理纳米尺度上的类量子性质和纳米效应的潜在理论。这篇简短评论的重点是作者最近的工作，参考文献并不详尽。(c)2007化学工业协会。
A brief review of mathematical models of electrospinning is given. The nano-effect and electrospinning dilation are presented to explain how to prepare extremely high strength continuous nanotibers and nanoporous microspheres, respectively. According to the established models, vibration-electrospinning is introduced to improve electrospinability, Siro-electrospinning is suggested to mimic the spinning procedure of a spider and magneto-electrospinning is used to control the instability arising in the electrospinning process. A new theory linked to both classical mechanics and quantum mechanics should be developed to explain certain special phenomena in electrospinning. E-infinity theory is considered to be a potential theory to deal with quantum-like properties and nano-effect on the nanoscale. The emphasis of this brief review is upon the authors' recent work, and the references are not exhaustive. (c) 2007 Society of Chemical Industry.