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In order to obtain these behaviors of piezoelectric actuator, electromechanical characterization of piezoelectric actuator has been carried out in this paper where a mathematical model for deflection and force response of piezoelectric actuator with voltage is derived with the help of a simple first-order model under a step input voltage.
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The obtained results at various test conditions were compared with the existing predicting models for deflection and contact area using curve fitting technique in order to select the best suitable model.
Third-order differential equations with boundary conditions are models for the deflection of a curved beam having a constant or varying cross section, three-layer beams, electromagnetic waves, gravity-driven flows (see [1]), and therefore have many important applications in some areas of applied mathematics and physics.
A model for the large deflection analysis of magneto-electro-elastic laminated plates is derived.
A new analytical model for predicting the deflection of a circular plate with an annular piezoelectric actuator is presented.
The analytical model for deriving the deflection of an existing tunnel due to an adjacent pit excavation is shown in Fig. 1.
The optimum mathematical regression model for the theoretical deflection basin without interference was analysed using the probabilistic density method, which was then applied to remove the noise information of the in situ measured deflection basin.
For example, mathematical models of deflection of beams.
In this paper, we present a large deflection model for the light-induced bending vibration of a liquid crystal elastomer beam.
In this paper, we propose a large deflection model for the light-induced bending of liquid crystal elastomers, in which we consider the in-plane membrane force and the geometrical nonlinearity.
This paper presents the new analytical models for predicting deflections and strains in adhesively-bonded GFRP-glass sandwich beams.
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