The concept of the Damped Fourier Transform (D. F. S.) has been developed through an understanding of the nature of the response of a damped oscillator to input ground accelerations. It has been shown that such a transform serves as a lower bound to the corresponding damped velocity spectrum curves. A review of the statistics of the maxima of a random function has been done and its application to the determination of response spectrum estimates has been studied. Such simple statistical estimates have been found to be very useful in improving our physical understanding of response spectra
The eigenstatistics of damped complex systems are examined for the purpose of improving statistical ...
Analytical expressions for statistical properties of the spectral response curve in a reverberation ...
In many industrial situations the vibro-acoustic response of an engineering system is sensitive to m...
This paper presents the physical relationships that exist between the response spectra and the Fouri...
This paper describes the physical relationships that exist between the Fourier transform and the res...
This paper describes the physical relationships that exist between the Fourier transform and the res...
The use of Fourier spectrum techniques in earthquake engineering has grown rapidly in recent years b...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
The frequency representation of periodic and aperiodic signals indicates how their power or energy i...
The problem of the dynamic response of a structure to an earthquake has been formulated in a manner ...
The objectives of the studies reported in this dissertation are: (1) to develop improved techniques...
In seismic codes, elastic response spectra are usually defined by adopting a conventional value for ...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
The eigenstatistics of damped complex systems are examined for the purpose of improving statistical ...
Analytical expressions for statistical properties of the spectral response curve in a reverberation ...
In many industrial situations the vibro-acoustic response of an engineering system is sensitive to m...
This paper presents the physical relationships that exist between the response spectra and the Fouri...
This paper describes the physical relationships that exist between the Fourier transform and the res...
This paper describes the physical relationships that exist between the Fourier transform and the res...
The use of Fourier spectrum techniques in earthquake engineering has grown rapidly in recent years b...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
The frequency representation of periodic and aperiodic signals indicates how their power or energy i...
The problem of the dynamic response of a structure to an earthquake has been formulated in a manner ...
The objectives of the studies reported in this dissertation are: (1) to develop improved techniques...
In seismic codes, elastic response spectra are usually defined by adopting a conventional value for ...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
The eigenstatistics of damped complex systems are examined for the purpose of improving statistical ...
Analytical expressions for statistical properties of the spectral response curve in a reverberation ...
In many industrial situations the vibro-acoustic response of an engineering system is sensitive to m...