作者: M. Müller , W. Hauger
DOI: 10.1007/978-3-642-48890-0_29
关键词: Generalized forces 、 Mathematical analysis 、 Beam (structure) 、 Wave propagation 、 Eigenvalues and eigenvectors 、 Compression (physics) 、 Physics 、 Timoshenko beam theory 、 Bending 、 Isotropy
摘要: The propagation of elastic and plastic waves combined generalized forces in a Timoshenko beam under symmetrical bending tension or compression is investigated for isotropic work-hardening materials. governing system differential equations has the same structure as that certain class problems dealing with elastic-plastic wave stresses two three dimensional medium. In contrast to latter problem, however, compliance matrix associated Timosiienko unsymmetrical. eigenvalues eigenvectors are determined. represent velocities waves, whereas yield corresponding jumps forces.