Deformation (meteorology)

Beam (structure)

Engineering

Buckling

Statistics

Materials science

Shear (geology)

Thermodynamics

Physics

Timoshenko beam theory

Carbon nanotube

Mathematics

Work (physics)

Composite material

Parametric statistics

Structural engineering

Mechanics

Computers and Concrete, an International Journal

In this work, the buckling and vibrational behavior of the composite beam armed with single-walled carbonnanotubes (SW-CNT) resting on Winkler-Pasternak elastic foundation are investigated. The CNT-RC beam is modeled by anovel integral first order shear deformation theory. The current theory contains three variables and uses the shear correction factors. The equivalent properties of the CNT-RC beam are computed using the mixture rule. The equations of motion are derived and resolved by Applying the Hamilton\'s principle and Navier solution on the current model. The accuracy of the current model is verified by comparison studies with others models found in the literature. Also, several parametric studies and their discussions are presented.

Buckling and dynamic behavior of the simply supported CNT-RC beams using an integral-first shear deformation theory