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- W2377283287 abstract "Dynamics of flexible beam systems in temperature field is investigated in this paper.Considering geometric nonlinearity,the second order coupling deformation terms are included in the relationship between the longitudinal deformation and axial stretch.Considering the thermal effect,the thermal strain is included in the constitutive equations.Assumed mode approach is employed for the discretization of the flexible beam system.Based on virtual work principle and kinematic constraint equations,the equations of motion of flexible beam systems with a lumped mass are derived.It is shown that in case of significant increase of the lumped mass and sudden variation of temperature,the second order coupling deformation terms can not be neglected,even if the rotating velocity is small.Furthermore,the temperature change may result in high frequency vibrations of the axial deformation and axial constraint force of the beam." @default.
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- W2377283287 date "2006-01-01" @default.
- W2377283287 modified "2023-09-27" @default.
- W2377283287 title "Geometric nonlinear formulation of flexible beam systems in temperature field" @default.
- W2377283287 hasPublicationYear "2006" @default.
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