Basic equations and boundary conditions of dynamic elastic stability for thin walled structural members subjected to follower loads
Technology reports of the Yamaguchi University Volume 3 Issue 2
Page 117-128
published_at 1983-12
Title
Basic equations and boundary conditions of dynamic elastic stability for thin walled structural members subjected to follower loads
Creators
Aida Tadayoshi
Source Identifiers
Basic equations and boundary conditions in which the effect of initial torsional moment M_z^o is included for analysis of dynamic elastic stability of thin walled structural members are derived by applying the linearized finite displacement theory in continuum mechanics and using the principle of virtual work and D'Alembert principle.
Languages
eng
Resource Type
departmental bulletin paper
Publishers
山口大学工学部
Date Issued
1983-12
File Version
Version of Record
Access Rights
open access
Relations
[ISSN]0386-3433
[NCID]AA0086073X
Schools
工学部