Electro-thermo-mechanical nonlinear nonlocal vibration and instability of embedded micro-tube reinforced by BNNT, conveying fluid

Nonlinear vibration and stability of a smart composite micro-tube made of Poly-vinylidene fluoride (PVDF) reinforced by Boron-Nitride nanotubes (BNNTs) embedded in an elastic medium under electro-thermal loadings is investigated. The BNNTs are considered to be long straight fibers and the composite used in this study is in the category of piezoelectric fiber reinforced composites (PEFRC). The micro-tube is conveying a fully developed isentropic, incompressible and irrotational fluid flow. The smart micro-tube is modeled as a thin shell based on the nonlinear Donnell's shell theory. Effects of mean flow velocity, fluid viscosity, elastic medium modulus, temperature change, imposed electric potential, small scale, aspect ratio, volume percent and orientation angle of the BNNTs on the vibration behavior of the micro-tube are taken into account. The results indicate that increasing mean flow velocity considerably increases the nonlinearity effects so that small scale and temperature change effects become negligible. It has also been found that stability of the system is strongly dependent on the imposed electric potential and the volume percent of BNNTs reinforcement. The system studied in this article can be used as sensor and actuator in the sensitive applications.

Nonlinear nonlocal vibration and buckling of fluid-conveyed micro-tube reinforced by BNNT under electro-thermo-mechanical loadings embedded in an elastic medium.Figure optionsDownload as PowerPoint slideHighlights
► We study the composite micro-tube reinforced by BNNTs conveying fluid.
► The micro-tube is embedded in an elastic medium with Pasternak model.
► The nonlinearity effect is increased with increasing fluid velocity.
► The stability of the system can be controlled by imposed electric potential.
► The stability of the system is increased with increasing volume fractions of BNNTs.