Mathematical models for continuous electrospun nanofibers and electrospun nanoporous microspheres
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作者:
He, Ji-Huan
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Donghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R ChinaDonghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R China
He, Ji-Huan
[1
]
Xu, Lan
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Donghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R ChinaDonghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R China
Xu, Lan
[1
]
Wu, Yue
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Donghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R ChinaDonghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R China
Wu, Yue
[1
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Liu, Yong
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Donghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R ChinaDonghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R China
Liu, Yong
[1
]
机构:
[1] Donghua Univ, Modern Text Inst, Inst Phys Fibrous Soft Matter, Shanghai 200051, Peoples R China
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.