AUTOMATED redesign for frequency changes of un-damped structural systems is carried out through generalized dynamic reduction. The redesign involves a nonlinear perturbation from a baseline design. Generalized coordinates are introduced to transform the original problem into a subspace of small size. A nonlinear mathematical programming scheme is applied in the reduced subspace. of the eigenvectors. If a truncated set of q modes [G*] is used, the relation may be only approximate, where (uq} is the vector of dynamic degrees of freedom. As in static condensation, the physical degrees of freedom can be divided into two groups, Contents When the analysis of dynamic systems shows undesirable natural frequencies and mode shapes, it is not easy to...
The methods of structural dynamic modification, especially those with their roots in finite element ...
The paper proposes modal reduction method of the dynamic systems composed of linear nonconservative ...
This study uses model reduction (MR) schemes such as the mode superposition (MS), Ritz vector (RV), ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76662/1/AIAA-8826-211.pd
A procedure is described for the redesign of undamped unforced linear structural systems to meet spe...
An analytical method is presented for automated redesign of undamped structures to achieve desired m...
The large number of unknown variables in a finite element idealization for dynamic structural analys...
Three mode types are proposed for reducing nonlinear dynamical system equations, resulting from fini...
A set of methods is developed to determine the changes in frequencies and mode shapes of a structure...
A computational algorithm for predicting the nonlinear dynamic response of a structure is presented....
Designers often seek to improve their designs by considering several discrete modifications. These m...
Relevance . Dynamic analysis of complex structures using numerical methods leads to the solution of ...
In this report nonlinear dynamic systems consisting of linear elastic components and local physical ...
The methods of structural dynamic modification, especially those with their roots in finite element ...
The goal of this research is to develop efficient and robust model reduction methods, which are appl...
The methods of structural dynamic modification, especially those with their roots in finite element ...
The paper proposes modal reduction method of the dynamic systems composed of linear nonconservative ...
This study uses model reduction (MR) schemes such as the mode superposition (MS), Ritz vector (RV), ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76662/1/AIAA-8826-211.pd
A procedure is described for the redesign of undamped unforced linear structural systems to meet spe...
An analytical method is presented for automated redesign of undamped structures to achieve desired m...
The large number of unknown variables in a finite element idealization for dynamic structural analys...
Three mode types are proposed for reducing nonlinear dynamical system equations, resulting from fini...
A set of methods is developed to determine the changes in frequencies and mode shapes of a structure...
A computational algorithm for predicting the nonlinear dynamic response of a structure is presented....
Designers often seek to improve their designs by considering several discrete modifications. These m...
Relevance . Dynamic analysis of complex structures using numerical methods leads to the solution of ...
In this report nonlinear dynamic systems consisting of linear elastic components and local physical ...
The methods of structural dynamic modification, especially those with their roots in finite element ...
The goal of this research is to develop efficient and robust model reduction methods, which are appl...
The methods of structural dynamic modification, especially those with their roots in finite element ...
The paper proposes modal reduction method of the dynamic systems composed of linear nonconservative ...
This study uses model reduction (MR) schemes such as the mode superposition (MS), Ritz vector (RV), ...