Search Results - "PAÏDOUSSIS, M. P"

Dynamics of a confined pipe aspirating fluid and concurrently subjected to external axial flow: A theoretical investigation by Butt, M.F.J., Païdoussis, M.P., Nahon, M.

“…A linear model is developed for a hanging pipe aspirating fluid with internal flow velocity Ui, flowing up the pipe from its lower end, and also subjected to…”
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A nonlinear model for a hanging tubular cantilever simultaneously subjected to internal and confined external axial flows by Abdelbaki, A.R., Païdoussis, M.P., Misra, A.K.

“…A full nonlinear model is developed for the dynamics of a hanging tubular cantilever that is simultaneously subjected to internal and external axial flows…”
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A nonlinear model for a hanging cantilevered pipe discharging fluid with a partially-confined external flow by Abdelbaki, A.R., Païdoussis, M.P., Misra, A.K.

“…In this paper, a nonlinear theoretical model is developed for the dynamics of a flexible cantilevered pipe that is simultaneously subjected to internal and…”
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Chaotic vibrations of circular cylindrical shells: Galerkin versus reduced-order models via the proper orthogonal decomposition method by Amabili, M., Sarkar, A., Païdoussis, M.P.

“…The geometric nonlinear response of a water-filled, simply supported circular cylindrical shell to harmonic excitation in the spectral neighbourhood of the…”
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A nonlinear model for an extensible slender flexible cylinder subjected to axial flow by Modarres-Sadeghi, Y., Païdoussis, M.P., Semler, C.

“…In this paper, the weakly nonlinear equations of motion are derived for a slender flexible cylinder subjected to axial flow. The cylinder centreline is…”
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NON-LINEAR DYNAMICS AND STABILITY OF CIRCULAR CYLINDRICAL SHELLS CONTAINING FLOWING FLUID. PART I: STABILITY by AMABILI, M., PELLICANO, F., PAÏDOUSSIS, M.P.

“…The study presented is an investigation of the non-linear dynamics and stability of simply supported, circular cylindrical shells containing inviscid…”
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NON-LINEAR DYNAMICS AND STABILITY OF CIRCULAR CYLINDRICAL SHELLS CONTAINING FLOWING FLUID. PART III: TRUNCATION EFFECT WITHOUT FLOW AND EXPERIMENTS by AMABILI, M., PELLICANO, F., PAÏDOUSSIS, M.P.

“…The response of simply supported circular cylindrical shells to harmonic excitation in the spectral neighbourhood of one of the lowest natural frequencies is…”
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Reduced-order models for nonlinear vibrations of cylindrical shells via the proper orthogonal decomposition method by Amabili, M., Sarkar, A., Paı̈doussis, M.P.

“…The nonlinear (large-amplitude) response of perfect and imperfect, simply supported circular cylindrical shells to harmonic excitation in the spectral…”
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FLUID BEHAVIOUR OF SIDE-BY-SIDE CIRCULAR CYLINDERS IN STEADY CROSS-FLOW by SUMNER, D, WONG, S.S.T, PRICE, S.J, PAÏDOUSSIS, M.P

“…The flow field for two and three circular cylinders of equal diameter D arranged in a side-by-side configuration in steady cross-flow was investigated using…”
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The canonical problem of the fluid-conveying pipe and radiation of the knowledge gained to other dynamics problems across Applied Mechanics by Paidoussis, M P

“…The basic dynamics of pipes conveying fluid is reviewed, establishing why this system has become a model dynamical problem. The paper then discusses the…”
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A horizontal fluid-conveying cantilever: spatial coherent structures, beam modes and jumps in stability diagram by Paı̈doussis, M.P., Sarkar, A., Semler, C.

“…The proper orthogonal decomposition method is used to obtain a low-dimensional model for the planar non-linear dynamics of a horizontal fluid-conveying…”
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NON-LINEAR DYNAMICS AND STABILITY OF CIRCULAR CYLINDRICAL SHELLS CONTAINING FLOWING FLUID, PART II: LARGE-AMPLITUDE VIBRATIONS WITHOUT FLOW by AMABILI, M., PELLICANO, F., PAÏDOUSSIS, M.P.

“…The non-linear response of empty and fluid-filled circular cylindrical shells to harmonic excitations is investigated. Both modal and point excitations have…”
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Effect of the geometry on the non-linear vibration of circular cylindrical shells by Pellicano, F., Amabili, M., Paı̈doussis, M.P.

“…The non-linear vibration of simply supported, circular cylindrical shells is analysed. Geometric non-linearities due to finite-amplitude shell motion are…”
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Experiments on the dynamics of a cantilevered pipe conveying fluid and subjected to reverse annular flow by Chehreghani, M., Abdelbaki, A.R., Misra, A.K., Païdoussis, M.P.

“…The dynamics of a pipe conveying fluid and counter-currently subjected to a partially confined external axial flow through a coaxial annular region over its…”
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NON-LINEAR DYNAMICS AND STABILITY OF CIRCULAR CYLINDRICAL SHELLS CONTAINING FLOWING FLUID. PART IV: LARGE-AMPLITUDE VIBRATIONS WITH FLOW by AMABILI, M, PELLICANO, F., PAÏDOUSSIS, M.P.

“…The response of a shell conveying fluid to harmonic excitation, in the spectral neighbourhood of one of the lowest natural frequencies, is investigated for…”
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VIBRATIONS OF PARTIALLY FILLED CYLINDRICAL TANKS WITH RING-STIFFENERS AND FLEXIBLE BOTTOM by Amabili, M., Païdoussis, M.P., Lakis, A.A.

“…The dynamics of a tank partially filled with a liquid having a free surface is investigated. In the analysis, the effect of free surface waves is taken into…”
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Dynamics of a pipe conveying fluid flexibly restrained at the ends by Kheiri, M., Païdoussis, M.P., Del Pozo, G. Costa, Amabili, M.

“…The subject of this paper is the study of dynamics and stability of a pipe flexibly supported at its ends and conveying fluid. First, the equation of motion of…”
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NONLINEAR VIBRATIONS OF SIMPLY SUPPORTED, CIRCULAR CYLINDRICAL SHELLS, COUPLED TO QUIESCENT FLUID by AMABILI, M., PELLICANO, F., PAÏDOUSSIS, M.P.

“…The nonlinear free and forced vibrations of a simply supported, circular cylindrical shell in contact with an incompressible and inviscid, quiescent and dense…”
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Dynamics and stability of a flexible pinned-free cylinder in axial flow by Kheiri, M., Païdoussis, M.P.

“…In this paper, the extended Hamilton׳s principle is used to obtain the linear equation of motion and boundary conditions for a cylinder flexibly supported by a…”
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A compact limit-cycle oscillation model of a cantilever conveying fluid by Sarkar, A., Paı̈doussis, M.P.

“…A low-dimensional model for the planar nonlinear dynamics of a fluid-conveying cantilever is constructed using the proper orthogonal decomposition method…”
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