SUN Sheng-nan, SU Zhi-bin, BAI Wei-feng. SUN Sheng-nan1 , *SU Zhi-bin1 , BAI Wei-feng2[J]. Engineering Mechanics, 2011, 28(6): 170-175.
Citation: SUN Sheng-nan, SU Zhi-bin, BAI Wei-feng. SUN Sheng-nan1 , *SU Zhi-bin1 , BAI Wei-feng2[J]. Engineering Mechanics, 2011, 28(6): 170-175.

SUN Sheng-nan1 , *SU Zhi-bin1 , BAI Wei-feng2

  • Taking the sag of a tether into consideration, the non-linear vibration equation of a submerged floating tunnel tether caused by axial excitation is derived. The numerical analysis and solutions of a typical tether are presented by the Galerkin method and Runge-Kutta integration method. It may be concluded that the parametric vibration response of a submerged floating tunnel tether is related to the water damping force, tether sag and axial excitation; that the ratio of internal and external diameters of the tether should be chosen by a comprehensive consideration; that the computation results without considering the tether sag are smaller, compared with those of considering sag; and that parametric vibration response of submerged floating tunnel tether due to a water damping force is smaller than that of the tether on land.
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