Vibro-acoustic behavior of a multilayered viscoelastic sandwich plate under a thermal environment:
TL;DR: In this paper, the authors present numerical simulation studies on the vibration and acoustic response characteristics of a multilayered viscoelastic sandwich plate in a thermal environment, where the critical buckling temperature and vibration response were obtained using finite element method while sound radiation characteristics are obtained using boundary element method.
Abstract: This article presents numerical simulation studies on the vibration and acoustic response characteristics of a multilayered viscoelastic sandwich plate in a thermal environment. Initially the critical buckling temperature is obtained followed by free and forced vibration analyses considering the pre-stress due to the imposed thermal environment in the plate. The vibration response predicted is then used to compute the sound radiation. The critical buckling temperature and vibration response are obtained using finite element method while sound radiation characteristics are obtained using boundary element method. It is found that resonant amplitude of both the vibration and acoustic response decreases with increase in temperature. The influence of core thickness, number of layers, type of thermal field, and type of viscoelastic core material on vibration response sound radiation characteristics are studied in detail.
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"Vibro-acoustic behavior of a multil..." refers background or methods in this paper
...To understand why the concept of replacing the actual velocity distribution with a spatially averaged uniform rms velocity works, the alternative expression for sound power (using Rayleigh’s Integral) as shown by Williams [18] is considered: ! ð Þ 1⁄4 0ck 2 4 Z Z...
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...To understand why the concept of replacing the actual velocity distribution with a spatially averaged uniform rms velocity works, the alternative expression for sound power (using Rayleigh’s Integral) as shown by Williams [18] is considered: !ð Þ ¼ 0ck 2 4 Z Z S Z Z S _U x0, y0ð Þ sin kRð Þ kR U x, yð Þdsds0 ð34Þ In the above equation R ¼ ffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffi x x0ð Þ2þ y y0ð Þ2 q where x yð Þ and x0 y0ð Þ are co-ordinates of two different point on the plate, S or S’ represents the plate area, _U is the normal velocity of the plate (assumed to be harmonic), and _U is its complex conjugate....
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...Temperature-dependant material properties of visco-elastic core materials EC2216 and DYAD 606 [18]: (a) shear modulus, (b) material loss factor....
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518 citations
"Vibro-acoustic behavior of a multil..." refers methods in this paper
...Johnson and Kienholz [2] described finite element based modal strain energy method to obtain modal damping ratios....
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329 citations
306 citations
"Vibro-acoustic behavior of a multil..." refers background in this paper
...Ungar and Kerwin [1] were the earlier researchers who found that the modal loss factor can be obtained by calculating the ratio of the dissipating energy to the total structural energy, using modal strain energy method....
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