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Finite element method (FEM) and impulse response method (IRM) analysis of circular and rectangular transducers
By: Pajewski, W.; Kielczynski, P.; Szalewski, M.;
1995 / IEEE / 0-7803-2940-6
Description
This item was taken from the IEEE Periodical ' Finite element method (FEM) and impulse response method (IRM) analysis of circular and rectangular transducers ' In the paper circular transducers with axially-symmetric vibrational profiles were considered. Analytical formulas for the impulse response function h(X,t) for circular transducers and vibration velocity profiles approximated by the linear polynomials on the finite element (annulus) were established. Moreover, similar formulas were obtained for rectangular transducers and linear approximation of the vibrational velocity on the finite element (triangle). These formulas enable accurate calculations of acoustic field distributions in near and far-field respectively. Calculated profiles of an acoustic field were compared with the experimental data. An efficient (coupling) between the calculations of vibrational velocity profiles and the corresponding acoustic field distributions was established.
Related Topics
Transient Response
Ultrasonic Propagation
Ultrasonic Velocity
Acoustic Field Distributions
Finite Element Method
Impulse Response Method
Rectangular Transducers
Circular Transducers
Vibration Velocity Profiles
Linear Polynomials
Acoustic Field Profiles
Vibrational Velocity Profiles
Finite Element Methods
Acoustic Transducers
Ultrasonic Transducers
Piezoelectric Transducers
Polynomials
Geometry
Linear Approximation
Performance Analysis
Robots
Displays
Finite Element Analysis
Ultrasonic Transducers
Acoustic Wave Velocity
Engineering
Axially-symmetric Vibrational Profiles