From the literature it is seen that graphene oxide nano filler possess exceptional mechanical properties and it is being used for enhancing mechanical properties in polymer composite. The effect of inclusion of graphene oxide nano filler on dynamic properties in fiber reinforced polymer composite has not been fully investigated. The objective of this experimental work is to investigate the dynamic properties of graphene oxide based nano-modified symmetric Glass/Carbon interlayer hybrid laminates. Ultra-sonification has been used for dispersing graphene oxide (0.5%wt) nano filler into the epoxy. The unidirectional carbon fibers are placed into the composite laminate at various stacking sequence. The modal parameters like frequency, mode shape and damping ratio were determined experimentally using traditional ‘strike method’ using FFT analyzer and Data Acquisition System. Experimental modal analysis of the composite laminates was conducted for fiber orientations of 45 and for two boundary conditions ( ie F-F-F-F and C-F-F-F). The effect of hybridization using graphene oxide nano filler in symmetric glass/carbon interlayer composite on frequency and modal damping are discussed in this paper. This research work provides basic understanding of the dynamic behavior of interlayer hybrid composites with incorporation of Graphene oxide.

Sine sweeps proves to be a reliable tool for measuring impulse responses even in noisy conditions or by using loudspeakers which are not linear. In this paper we present some results regarding an enhanced sine sweep method, used for impulse response measurement, based on the use of adaptive filtering. Using MATLAB, the conditions of a real case scenario impulse response measurement are simulated in order to quantify the performances of the proposed method by using as reference the performances of the classical sine sweep method.

This paper investigates the linear stability of the interface between two viscous, incompressible, electrically conducting fluids in the presence of a uniform magnetic field parallel to the interface, focusing on the suppression of the Kelvin–Helmholtz instability. The classical instability arises when two fluid layers of different densities move with different velocities, leading to the amplification of small disturbances at their interface. By incorporating magnetohydrodynamic (MHD) effects into the linearized Navier–Stokes and Maxwell equations, we derive a modified dispersion relation that accounts for both magnetic tension and velocity shear. The results show that a sufficiently strong magnetic field can completely stabilize the interface by counteracting the shear-induced vorticity. The critical magnetic field required for stabilization depends on the density contrast and relative velocity of the two layers. The analysis has implications for astrophysical plasma flows, liquid metal processing, and oceanic or atmospheric shear layers.