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Natural angular frequency of plate.
The minimum stiffness and optimum position of a flexible point support is calculated that raises the fundamental natural frequency of plate structures.
The effect of various parameters like thickness ratio, aspect ratio, modulus ratio and temperature on fundamental frequency of plate is investigated through several examples.
The effect of elastic foundation and that of orthotropy on the natural frequency of plate has been illustrated for different values of taper parameter, flexibility parameter, in-plane force and nodal diameter.
Similar(56)
The method is further extended to the study of optimal location and stiffness of discrete elastic supports for maximizing the fundamental frequency of plates.
Finally, the influences of power law index, thickness ratio, foundation parameter, and boundary condition on the natural frequency of plates have been investigated.
Finally, the influences of power law index, material length scale parameter, thickness ratio, and elastic medium parameter on the deflection and the natural frequency of plates have been investigated.
Modal analysis was performed to find the fundamental frequencies of plate.
This study focuses mainly on the influence of variations in the elastic restraint parameters on the fundamental frequencies of plate vibration.
Finally, after validation of the obtained results, the effects of various parameters such as porosity and geometrical dimensions on the natural frequencies of plate are investigated for different electrical and mechanical boundary conditions.
The effect of the Poisson ratio on vibration frequencies of plates with free edges is also investigated.
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frequency of mention
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frequency of oscillation
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