Dynamical analysis of framed structures of geometrical non-linear behavior: a finite element approach (1991)
- Authors:
- USP affiliated authors: BRASIL, REYOLANDO MANOEL L R DA FONSECA - EP ; MAZZILLI, CARLOS EDUARDO NIGRO - EP
- School: EP
- Subject: DINÂMICA DAS ESTRUTURAS
- Language: Inglês
- Imprenta:
- Publisher: American Academy of Mechanics
- Place of publication: Valparaiso
- Date published: 1991
- Source:
- Título do periódico: Proceedings
- Conference title: Pan American Congress of Applied Mechanics
-
ABNT
BRASIL, Reyolando Manoel Lopes Rebello da Fonseca; MAZZILLI, Carlos Eduardo Nigro. Dynamical analysis of framed structures of geometrical non-linear behavior: a finite element approach. Anais.. Valparaiso: American Academy of Mechanics, 1991. -
APA
Brasil, R. M. L. R. da F., & Mazzilli, C. E. N. (1991). Dynamical analysis of framed structures of geometrical non-linear behavior: a finite element approach. In Proceedings. Valparaiso: American Academy of Mechanics. -
NLM
Brasil RMLR da F, Mazzilli CEN. Dynamical analysis of framed structures of geometrical non-linear behavior: a finite element approach. Proceedings. 1991 ; -
Vancouver
Brasil RMLR da F, Mazzilli CEN. Dynamical analysis of framed structures of geometrical non-linear behavior: a finite element approach. Proceedings. 1991 ; - Vibracoes nao-lineares em fundacoes aporticadas de maquinas
- Influence of disordered loading in mode localization in periodic structures
- Dinamica de estruturas aporticadas planas de comportamento geometricamente nao linear
- A General FEM formulation of nonlinear dynamics applied to accessing the statical loading effect upon the dynamic response of planar frames
- Andros: a finite element program for nonlinear dynamics
- Influence of loading in resonance characteristics of structures
- Influence of loading on mode localization in periodic structures
- Nonlinear fe analysis in dynamics: simplifications aiming at small computers
- Evaluation of non-linear normal modes for finite-element models
- Non-linear finite-element formulation in dynamics: part 2
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