2019
DOI: 10.2514/1.j057269
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Noncirculatory Fluid Forces on Panels with Porosity Gradients

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Cited by 6 publications
(2 citation statements)
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“…This acoustic-aerodynamic tradeoff has motivated recent analytical investigations by Iosilevskii (2011Iosilevskii ( , 2013 to predict the fluid forces on airfoils in steady flow that have finite trailing-edge regions of uniform porosity. Hajian & Jaworski (2017) generalized this result and determined in closed form the aerodynamic loads on an airfoil with any Hölder-continuous porosity distribution, which may be further extended for unsteady motions (Hajian & Jaworski 2019). Numerical aeroacoustic solvers, such as those developed by Cavalieri et al ( 2016) and Pimenta et al (2018), now permit the acoustic effects of porous wing planforms and other effects such as wing elasticity.…”
Section: Porosity Of Aerodynamic Planforms and Edgesmentioning
confidence: 97%
“…This acoustic-aerodynamic tradeoff has motivated recent analytical investigations by Iosilevskii (2011Iosilevskii ( , 2013 to predict the fluid forces on airfoils in steady flow that have finite trailing-edge regions of uniform porosity. Hajian & Jaworski (2017) generalized this result and determined in closed form the aerodynamic loads on an airfoil with any Hölder-continuous porosity distribution, which may be further extended for unsteady motions (Hajian & Jaworski 2019). Numerical aeroacoustic solvers, such as those developed by Cavalieri et al ( 2016) and Pimenta et al (2018), now permit the acoustic effects of porous wing planforms and other effects such as wing elasticity.…”
Section: Porosity Of Aerodynamic Planforms and Edgesmentioning
confidence: 97%
“…With the goal to assess these aerodynamic effects, Hajian & Jaworski (2017) developed an analytic formulation and solution for the steady aerodynamic loads on aerofoils with arbitrary, realistic (specifically, Hölder continuous) porosity distributions to investigate the impact of a chordwise variation in porosity. This analysis was later extended to determine the unsteady forces on an arbitrarily deforming panel with generalised porosity distributions (Hajian & Jaworski 2019). An analytical expression for the unsteady pressure distribution was presented and evaluated for the special cases of uniform and variable-porosity panels undergoing harmonic deformations, where the effect of the panel end conditions was also investigated.…”
Section: Introductionmentioning
confidence: 99%