Abstract. The inverse pseudo excitation method is used in the identification of random loadings. For structures subjected to stationary random excitations, the power spectral density matrices of such loadings are identified experimentally. The identification is based on the measured acceleration responses and the structural frequency response functions. Numerical simulation is used in the optimal selection of sensor locations. The proposed method has been successfully applied to the loading identification experiments of three structural models, two uniform steel cantilever beams and a four-story plastic glass frame, subjected to uncorrelated or partially correlated random excitations. The identified loadings agree quite well with actual exc...
Structures that are members of an ensemble of nominally identical systems actually differ due to var...
This paper deals with the identification of linear structural systems with random parameters. The st...
Identification of the system parameters of a randomly excited structure may be treated using a varie...
Most of random dynamic loading identification research studies are about the original inverse pseudo...
This paper describes a system identification technique useful in the practical case of structures s...
AbstractA method for sensitivity analysis of stationary random vibration is proposed within the fram...
In structural engineering, it is common to neglect the nonlinear effects. This is no longer feasible...
Determination of the stresses and displacements which occur in response to random excitations cannot...
The move from conceptual design, through fabrication to observation and measurement on the resulting...
Excitation identification has received considerable attention because of its importance in safety as...
In this paper, a covariance-driven wavelet analysis technique is proposed for identifying the charac...
An efficient and accurate FEM based method is proposed for studying non-stationary random vibration ...
The paper reports on relative performance of inverse eigensensitivity and response function methods ...
In order to ensure the reliability and safety of complex engineering structures and allow their rede...
Complete simulation of random response induced in service by complex, ergodic, Gaussian excitation r...
Structures that are members of an ensemble of nominally identical systems actually differ due to var...
This paper deals with the identification of linear structural systems with random parameters. The st...
Identification of the system parameters of a randomly excited structure may be treated using a varie...
Most of random dynamic loading identification research studies are about the original inverse pseudo...
This paper describes a system identification technique useful in the practical case of structures s...
AbstractA method for sensitivity analysis of stationary random vibration is proposed within the fram...
In structural engineering, it is common to neglect the nonlinear effects. This is no longer feasible...
Determination of the stresses and displacements which occur in response to random excitations cannot...
The move from conceptual design, through fabrication to observation and measurement on the resulting...
Excitation identification has received considerable attention because of its importance in safety as...
In this paper, a covariance-driven wavelet analysis technique is proposed for identifying the charac...
An efficient and accurate FEM based method is proposed for studying non-stationary random vibration ...
The paper reports on relative performance of inverse eigensensitivity and response function methods ...
In order to ensure the reliability and safety of complex engineering structures and allow their rede...
Complete simulation of random response induced in service by complex, ergodic, Gaussian excitation r...
Structures that are members of an ensemble of nominally identical systems actually differ due to var...
This paper deals with the identification of linear structural systems with random parameters. The st...
Identification of the system parameters of a randomly excited structure may be treated using a varie...