The article considers mathematical model intended for study of dynamic stability and parametric resonance of flexible ultrasonic waveguides for applications in technology and medicine. Considered problem is reduced to the well-known Mathieu equation applied in the theory of dynamic stability of elastic systems. Parameters of the Mathieu equation defining stability of the waveguide are determined by means of finite elements method using ANSYS software and APDL programming languag
none1noHerein, an enhanced spectral finite element (SFE) formulation to calculate the time–transient...
In a time-harmonic setting, we show for heterogeneous acoustic and homogeneous electromagnetic waves...
This thesis considers issues concerning the application of the wave finite element (WFE) method to t...
This article deals with the problem of transfer of ultrasonic vibrations on flexible hub-waveguide s...
The article describes technique for modelling of ultrasonic vibrations amplifiers, which are impleme...
A number of effects arising during vibrations of long elastic waveguides can not be explained in the...
none4The present formulation is based on the Semi-Analytical Finite Element (SAFE) method. This nume...
© 2020, Allerton Press, Inc. Abstract: A dynamic model of ultrasonic vibroimpact treatment is constr...
A model of an ultrasonic waveguide with a cos junction and optimization of the bolt attachment point...
We consider wave propagation in slender elastic waveguides. With aim at finding all vibration modes ...
The Semi-Analytical Finite Element (SAFE) method for modelling stress guided wave propagation is ext...
The effective use of ultrasound energy in various technological processes largely depends on the typ...
Nonlinear ultrasonic guided waves, combining the advantages of nonlinear ultrasound and ultrasonic g...
Guided ultrasonic waves provide a highly efficient method for the non-destructive evaluation (NDE) a...
Understanding the dynamic characteristics of ultrasonic guided wave in structures is important, as ...
none1noHerein, an enhanced spectral finite element (SFE) formulation to calculate the time–transient...
In a time-harmonic setting, we show for heterogeneous acoustic and homogeneous electromagnetic waves...
This thesis considers issues concerning the application of the wave finite element (WFE) method to t...
This article deals with the problem of transfer of ultrasonic vibrations on flexible hub-waveguide s...
The article describes technique for modelling of ultrasonic vibrations amplifiers, which are impleme...
A number of effects arising during vibrations of long elastic waveguides can not be explained in the...
none4The present formulation is based on the Semi-Analytical Finite Element (SAFE) method. This nume...
© 2020, Allerton Press, Inc. Abstract: A dynamic model of ultrasonic vibroimpact treatment is constr...
A model of an ultrasonic waveguide with a cos junction and optimization of the bolt attachment point...
We consider wave propagation in slender elastic waveguides. With aim at finding all vibration modes ...
The Semi-Analytical Finite Element (SAFE) method for modelling stress guided wave propagation is ext...
The effective use of ultrasound energy in various technological processes largely depends on the typ...
Nonlinear ultrasonic guided waves, combining the advantages of nonlinear ultrasound and ultrasonic g...
Guided ultrasonic waves provide a highly efficient method for the non-destructive evaluation (NDE) a...
Understanding the dynamic characteristics of ultrasonic guided wave in structures is important, as ...
none1noHerein, an enhanced spectral finite element (SFE) formulation to calculate the time–transient...
In a time-harmonic setting, we show for heterogeneous acoustic and homogeneous electromagnetic waves...
This thesis considers issues concerning the application of the wave finite element (WFE) method to t...