黄再兴

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招生学科专业:
力学 -- 【招收博士、硕士研究生】 -- 航空学院
机械 -- 【招收博士、硕士研究生】 -- 航空学院

性别:男

学历:南京航空航天大学

学位:工学博士学位

所在单位:航空学院

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Geometric effects of cross sections on equilibrium of helical and twisted ribbon

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所属单位:航空学院

发表刊物:APPLIED MATHEMATICS AND MECHANICS-ENGLISH EDITION

关键字:Euler-Lagrange equation twisting angle pitch angle elastic rod model helical and twisted ribbon

摘要:In the framework of elastic rod model, the Euler-Lagrange equations characterizing the equilibrium configuration of the polymer chain are derived from a free energy functional associated with the curvature, torsion, twisting angle, and its derivative with respect to the arc-length. The configurations of the helical ribbons with different cross-sectional shapes are given. The effects of the elastic properties, the cross-sectional shapes, and the intrinsic twisting on the helical ribbons are discussed. The results show that the pitch angle of the helical ribbon decreases with the increase in the ratio of the twisting rigidity to the bending rigidity and approaches the intrinsic twisting. If the bending rigidity is much greater than the twisting rigidity, the bending and twisting of the helical ribbon always appear simultaneously.

ISSN号:0253-4827

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发表时间:2017-04-01

合写作者:Xiao, Ye

通讯作者:黄再兴