Journal
WAVES IN RANDOM AND COMPLEX MEDIA
Volume 32, Issue 2, Pages 832-855Publisher
TAYLOR & FRANCIS LTD
DOI: 10.1080/17455030.2020.1802531
Keywords
Wave propagation; metal foam; Rhenium foam; porosity; various porosity distribution; thermal environment; inverse cotangential function; analytical solution
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This investigation focuses on the wave propagation analysis of porous metal foam on the Kerr substrate in a thermal environment using the refined higher-order plate theory. Different types of temperature rise and pore distributions are studied. The effects of various parameters on the wave frequency and phase velocity of the metal foam plate are presented in detail.
This investigation deals with wave propagation analysis of porous metal foam resting on the Kerr substrate in the thermal environment within the framework of the refined higher-order plate theory. Different types of temperature rise are studied namely; uniform, linear and sinusoidal temperature rise. The pores are distributed through the thickness symmetrically and asymmetrically. The principle of Hamilton is employed in order to reach motion equations of porous metal foam plates. Next, governing equations of porous metal foam are derived for a refined inverse cotangential shear deformation plate and then solved analytically. The effects of various parameters including porosity coefficient, various types of porosity distribution, different types of temperature rise, length to thickness ratio, shape function, wave number and linear and shear layers of Kerr substrate on the variation of wave frequency and phase velocity of metal foam plate are covered and presented within the framework of a group of figures which can be observed in detail.
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