Parametric vibrations clamped reinforced viscoelastic is a M.Tech project topic for Mechanical Engineering. It gives students a clear starting point for research, implementation planning, and documentation.
Parametric vibrations clamped reinforced viscoelastic Project Details
| Abstract |
This research investigates the nonlinear dynamic response of an anisotropic fiber-reinforced viscoelastic rectangular plate, fabricated from fiberglass, under parametric loading conditions. The plate features fully clamped edges, and the external load is applied along one side, inducing complex vibrational behaviors. The mathematical framework for describing the plate's dynamic behavior is established using the generalized Timoshenko plate theory, which comprehensively incorporates both transverse shear deformation and rotary inertia effects, crucial for accurate modeling of thick plates. To accurately represent the material's viscoelastic characteristics, the integral formulation of the Boltzmann-Volterra hereditary theory is employed, enabling the consideration of time-dependent stress relaxation phenomena. A comprehensive parametric analysis is conducted to ascertain the influence
of the plate's geometric attributes, such as aspect ratio and thickness, and the composite material's viscoelastic properties on its overall dynamic performance and stability. The findings from this study offer valuable insights for the design and analytical assessment of composite structural components subjected to dynamic and parametric loads, directly contributing to the field of vibroengineering applications and dynamic stability analysis of engineering structures.
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| Reference Paper |
Parametric vibrations of a clamped reinforced viscoelastic composite plate |
| Domain |
Mechanical Engineering |
| Sub-Domain |
Mechatronics & Robotics / Vibration & Noise / Dynamic Analysis |
| PDF Download |
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