2017
DOI: 10.1007/s13272-017-0273-0
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Quasi-steady doublet-lattice correction for aerodynamic gust response prediction in attached and separated transonic flow

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Cited by 11 publications
(6 citation statements)
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“…The existence of dynamic overshoots in transonic flow, however, is not well investigated and one of the early dynamic stall publications is even questioning their existence [42]. An evidence of transonic dynamic overshoots can be found in [23] for a clean wing configuration under gust excitation and can also be confirmed by the findings in this study. Mainly low excitation frequencies and large amplitudes lead to an overshoot of the static maximum value, independently of the Mach number, see Figures 10 and 11.…”
Section: Maximum Lift Coefficientsupporting
confidence: 79%
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“…The existence of dynamic overshoots in transonic flow, however, is not well investigated and one of the early dynamic stall publications is even questioning their existence [42]. An evidence of transonic dynamic overshoots can be found in [23] for a clean wing configuration under gust excitation and can also be confirmed by the findings in this study. Mainly low excitation frequencies and large amplitudes lead to an overshoot of the static maximum value, independently of the Mach number, see Figures 10 and 11.…”
Section: Maximum Lift Coefficientsupporting
confidence: 79%
“…Mallik and Raveh [22] suggest that this trend is also present for purely aerodynamic responses of an airfoil. Observations in the frequency-domain reveal that an increase of the gust amplitude leads to smaller response derivatives at lower excitation frequencies, and larger response derivatives at higher frequencies [23]. This study also shows that long '1-cos' gusts are more affected by amplitude effects than shorter gusts, which is in agreement with [22].…”
Section: Introductionsupporting
confidence: 82%
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“…Під час визначення розподілу аеродинамічних сил та моментів по поверхні ЛА обтікання приймають квазістаціонарним [2,3] або нестаціонарним [4,5]. У першому випадку не враховується передісторія руху, а лише розподіл кутів атаки на даний момент часу.…”
Section: вступunclassified
“…The dependence of the finite poles with the indices ij in N c,ij and p k,ij refers to the fact that each component of the transfer function matrix H (ω) is dealt with separately. Note that, compared to the classical least-squares fit of the RFA technique which uses real coefficients [3,4,14], Equation 16is able to represent peaks of the aerodynamic transfer functions in the frequency domain which appear in the transonic flow regime [49] by the presence of conjugate pair poles [6]. Additionally, the fit of Equation (16) does not suffer the ill-conditioning present when using an increasing number of real poles.…”
Section: Generalized Realization Of the Aerodynamic Systemmentioning
confidence: 99%