Poisson's ratio of an isotropic and free elastic plate is estimated from the polarization of the first symmetric acoustic zero-group velocity Lamb mode. This polarization is interpreted as the ratio of the absolute amplitudes of the surface normal and surface in-plane components of the acoustic mode. Results from the evaluation of simulated datasets indicate that the presented relation, which links the polarization and Poisson's ratio, can be extended to incorporate plates with material damping. Furthermore, the proposed application of the polarization is demonstrated in a practical field case, where an increased accuracy of estimated nominal thickness is obtained
We conducted a seismic experiment on polar firn on Adelaide Island, Antarctica. We measured the spee...
This paper describes a simplified procedure for determining the Poisson's ratio of homogeneous and i...
Principles and methods to dynamically test the Poisson’s ratio of isotropic material and timber are ...
Based on the polarization and shape of the first symmetric Lamb mode at the zero-group velocity poin...
During the evaluation of Young’s modulus by vibroacoustic methods, it is usually assumed that the Po...
The impact echo (IE) method is widely used in non-destructive testing of concrete plate like structu...
A new correlation between ultrasonic shear wave velocity and Poisson's ratio has been established fo...
AbstractIn the presented work, the characterization of plates using zero group velocity Lamb modes i...
A new correlation between ultrasonic shear wave velocity and Poisson’s ratio has been established fo...
Compared to other basic mechanical properties of rocks, Poisson's ratio is an elastic constant of wh...
From theory it is predicted that Lamb modes having a positive group velocity and those having a nega...
Poisson’s ratio is of crucial importance for the theoretical and numerical analysis of rock engineer...
The wire drive pulse-echo system has been extensively used to excite and measure modes of vibration ...
Poisson's ratio is an elastic constant defined as the ratio of thelateral contraction to the elongat...
"The Poisson's ratio .xlsx" includes the Poisson's ratio of nanoplates we investigated. The Poisson'...
We conducted a seismic experiment on polar firn on Adelaide Island, Antarctica. We measured the spee...
This paper describes a simplified procedure for determining the Poisson's ratio of homogeneous and i...
Principles and methods to dynamically test the Poisson’s ratio of isotropic material and timber are ...
Based on the polarization and shape of the first symmetric Lamb mode at the zero-group velocity poin...
During the evaluation of Young’s modulus by vibroacoustic methods, it is usually assumed that the Po...
The impact echo (IE) method is widely used in non-destructive testing of concrete plate like structu...
A new correlation between ultrasonic shear wave velocity and Poisson's ratio has been established fo...
AbstractIn the presented work, the characterization of plates using zero group velocity Lamb modes i...
A new correlation between ultrasonic shear wave velocity and Poisson’s ratio has been established fo...
Compared to other basic mechanical properties of rocks, Poisson's ratio is an elastic constant of wh...
From theory it is predicted that Lamb modes having a positive group velocity and those having a nega...
Poisson’s ratio is of crucial importance for the theoretical and numerical analysis of rock engineer...
The wire drive pulse-echo system has been extensively used to excite and measure modes of vibration ...
Poisson's ratio is an elastic constant defined as the ratio of thelateral contraction to the elongat...
"The Poisson's ratio .xlsx" includes the Poisson's ratio of nanoplates we investigated. The Poisson'...
We conducted a seismic experiment on polar firn on Adelaide Island, Antarctica. We measured the spee...
This paper describes a simplified procedure for determining the Poisson's ratio of homogeneous and i...
Principles and methods to dynamically test the Poisson’s ratio of isotropic material and timber are ...