This paper introduces a new method for the analysis and simulation of non-stationary random vibrations. The method pays particular attention to the non-stationary nature of vibrations generated by transport vehicles. The limitations of current methods used for analysing and simulating non-stationary random vehicle vibrations are demonstrated. The paper show how the Hilbert transform can be used to compute the vibration intensity (VI) and offers substantial data reduction advantages. It is shown how the statistical distribution of VI can be combined with the spectral characteristics of the vibration signal to enable more realistic simulations of non-stationary transport vibrations
A computational model for random vibration analysis of vehicle–track systems is proposed and solutio...
Based on the pseudo-excitation method (PEM), symplectic mathematical scheme and Schur decomposition,...
This paper presents the development of a method for synthesizing non-stationary random vibrations ...
This paper introduces a new method for the analysis and simulation of non-stationary random vibratio...
This paper describes a method to predict the vertical vibrations of road vehicles from measured pave...
This paper describes an innovative approach, based on the instrinsic mode functions (IMFs), to chara...
An efficient algorithm is proposed for non-stationary random vibration of vehicle–bridge systems. Th...
This paper presents some of the outcomes of a research project concerned with the development of a m...
This thesis is primarily concerned with the development of a method for synthesizing, under controll...
This paper presents one of the outcomes of a research project concerned with the development of a m...
This paper presents a novel technique by which non-Gaussian vibrations are synthesized by\ud generat...
The paper shows that it is the fluctuations in vibration intensity that causes the process to assume...
The paper considers random vibrations of road vehicles excited by two random tracks. The vehicle is ...
Abstract-Making non-stationary random excitation in automobile vibration system change into stationa...
The viscoelastic damping is one of key factors that affect vehicle vibration. It has been demonstrat...
A computational model for random vibration analysis of vehicle–track systems is proposed and solutio...
Based on the pseudo-excitation method (PEM), symplectic mathematical scheme and Schur decomposition,...
This paper presents the development of a method for synthesizing non-stationary random vibrations ...
This paper introduces a new method for the analysis and simulation of non-stationary random vibratio...
This paper describes a method to predict the vertical vibrations of road vehicles from measured pave...
This paper describes an innovative approach, based on the instrinsic mode functions (IMFs), to chara...
An efficient algorithm is proposed for non-stationary random vibration of vehicle–bridge systems. Th...
This paper presents some of the outcomes of a research project concerned with the development of a m...
This thesis is primarily concerned with the development of a method for synthesizing, under controll...
This paper presents one of the outcomes of a research project concerned with the development of a m...
This paper presents a novel technique by which non-Gaussian vibrations are synthesized by\ud generat...
The paper shows that it is the fluctuations in vibration intensity that causes the process to assume...
The paper considers random vibrations of road vehicles excited by two random tracks. The vehicle is ...
Abstract-Making non-stationary random excitation in automobile vibration system change into stationa...
The viscoelastic damping is one of key factors that affect vehicle vibration. It has been demonstrat...
A computational model for random vibration analysis of vehicle–track systems is proposed and solutio...
Based on the pseudo-excitation method (PEM), symplectic mathematical scheme and Schur decomposition,...
This paper presents the development of a method for synthesizing non-stationary random vibrations ...