In this paper, a Trujillo algorithm method for the exact solution of nonlinear explicit dynamic problems is developed. This method associates numerical techniques and it is applied to determine the natural frequencies of structures. The numerical predictions of the natural frequency are compared to analytical and experimental results. There was no direct method available for solving such a problem efficiently in the case of explicit dynamic analysis. The Trujillo algorithm is an indirect method and the approach is based upon the principle of conservation of energy. It is believed that the proposed method provides a powerful engineering tool in the analyzing of structures
In this study, a simple and efficient computational approach to obtain nonlinear normal modes (NNMs)...
Nesta monografia é desenvolvida uma rotina computacional em ambiente Matlab para a determinação da r...
An algorithm for numerical computation of natural frequencies of the axially moving Euler-Bernoulli ...
Abstract: Problem statement: The Trujillo algorithm is indirect method and has been used in this stu...
A numerical algorithm of strength and stability analysis of nonlinear deformable bar systems and thi...
The article discusses the existing methods of dynamic calculation of structures. The regulatory and ...
Relevance . Dynamic analysis of complex structures using numerical methods leads to the solution of ...
The paper deals with the numerical treatment of the direct frequency domain analysis of linear mecha...
A computational algorithm for predicting the nonlinear dynamic response of a structure is presented....
Vita.Solution methods for a system of nonlinear equations containing a convolution term are investig...
The modern procedure for analyzing the dynamics of a large, complex structure, such as an automobile...
An analytical-numerical methodology for solving nonlinear problems governed by partial differential ...
This paper presents and proves an algorithm for determining the natural undamped frequencies of vibr...
Analysis of vibration reduction via local structural modification ABSTRACT* As a new technique for s...
A set of methods is developed to determine the changes in frequencies and mode shapes of a structure...
In this study, a simple and efficient computational approach to obtain nonlinear normal modes (NNMs)...
Nesta monografia é desenvolvida uma rotina computacional em ambiente Matlab para a determinação da r...
An algorithm for numerical computation of natural frequencies of the axially moving Euler-Bernoulli ...
Abstract: Problem statement: The Trujillo algorithm is indirect method and has been used in this stu...
A numerical algorithm of strength and stability analysis of nonlinear deformable bar systems and thi...
The article discusses the existing methods of dynamic calculation of structures. The regulatory and ...
Relevance . Dynamic analysis of complex structures using numerical methods leads to the solution of ...
The paper deals with the numerical treatment of the direct frequency domain analysis of linear mecha...
A computational algorithm for predicting the nonlinear dynamic response of a structure is presented....
Vita.Solution methods for a system of nonlinear equations containing a convolution term are investig...
The modern procedure for analyzing the dynamics of a large, complex structure, such as an automobile...
An analytical-numerical methodology for solving nonlinear problems governed by partial differential ...
This paper presents and proves an algorithm for determining the natural undamped frequencies of vibr...
Analysis of vibration reduction via local structural modification ABSTRACT* As a new technique for s...
A set of methods is developed to determine the changes in frequencies and mode shapes of a structure...
In this study, a simple and efficient computational approach to obtain nonlinear normal modes (NNMs)...
Nesta monografia é desenvolvida uma rotina computacional em ambiente Matlab para a determinação da r...
An algorithm for numerical computation of natural frequencies of the axially moving Euler-Bernoulli ...