To study the free rolling movement of a 65? swept sharp leading edge delta wing with aileron deflection, unsteady Euler/Navier-Stokes equations are solved synchronously with the free rolling motion equation of a rigid body. Navier-Stokes simulations are conducted adopting the detached-eddy simulation (DES) based on an Spalart-Allmaras model. In the context of a multiblock structured grid, the arc-length based transfinite interpolation (TFI) method is employed to realize the aileron deflection, while the rolling of the wing is achieved by rotating the whole grid. The analysis of the responses of free-to-roll movement due to the scheduled aileron deflections shows that this delta wing has three different equilibrium positions during rolling which couple well between the two approaches. The wing at the three equilibrium locations are (1) due to symmetric flow, (2) characterized by vortex breakdown on the portside and separated vortex on the starboard side of the wing and dominated by their vortex strength difference, (3) resulting from the rolling moment balance between the contributions from the aileron deflection and leading edge vortices. Additionally, the rolling motion of the delta wing is very sensitive to the amplitude of the aileron deflection angle, which influences the final equilibrium position and the path to it.
LI Xile
,
YANG Yong
. Numerical Simulation of the Free Rolling Motion of a Delta Wing Configuration with Aileron Deflection[J]. ACTA AERONAUTICAET ASTRONAUTICA SINICA, 2012
, (3)
: 453
-462
.
DOI: CNKI:11-1929/V.20111125.1301.001
[1] Soemarwoto B I, Boelens O J, Allan M, et al. Towards the simulation of unsteady manoeuvre dominated by vortical flow. AIAA-2003-3528, 2003.
[2] Nelson R C, Alain P. The unsteady aerodynamics of slender wings and aircraft undergoing large amplitude maneuvers. Progress in Aerospace Sciences. 39(2003):185-248.
[3] Yang Y J, Cui E J, Zhou W J. Numerical research on rock characteristic about a slender delta-wing. Acta Aerodynamica Sinca, 2007, 25(1): 34-44. (in Chinese). 杨云军, 崔尔杰, 周伟江. 细长三角翼摇滚运动数值研究.空气动力学报,2007, 25(1): 34-44.
[4] Görtz S, McDaniel D. Towards an efficient aircraft stability and control analysis capability using high-fidelity CFD. AIAA-2007-1053, 2007.
[5] Schütte A, Einarsson G, Schöning B, et al. Numerical simulation of manoeuvring aircraft by aerodynamic and flight mechanic coupling. RTO AVT-Symposium Paris, 2002.
[6] Schütte A, Einarsson G, Schöning B, et al. Numerical simulation of maneuvering combat aircraft. AG-STAB, STAB-Symposium. 2004.
[7] Einarsson G, Schütte A, Raichle A, et al. Schumann, prediction of the unsteady behavior of maneuvering aircraft by CFD aerodynamic, flight-mechanic and aeroelastic coupling. NATO RTO-MP-AVT-123-P-11, 2005.
[8] Jirasek A, Cummings R M. Assessment of sting effect on X-31 aircraft model using CFD. AIAA-2010-1040, 2010.
[9] Arnold J, Einarsson G, Schütte A. Multibody simulation of an aeroelastic delta wing in roll manoeuvers. ICAS. 2006.
[10] Arthur M.T, Allan M, Ceresola N, et, al. Exploration of the free rolling motion of a Delta wing configuration in vortical flow. NATO RTO-MP-AVT-123-P-1,2005.
[11] Boelens O, Prananta B, Soemarwoto B, et al. Towards an aero-servo-elastic simulation capability for high-performance fighter aircraft. NATO RTO-MP-AVT-123-P-30, 2005.
[12] Allan M, Badcock K, Richards B. CFD base simulation of longitudinal flight mechanics with control. AIAA-2005- 46, 2005.
[13] Yang Y J, Cui E J, Zhou W J. Numerical research on roll and sideslip coupling motions about a slender delta-wing. Acta Aeronautica et Astronautica Sinica, 2007, 28(1): 14-19. (in Chinese) 杨云军, 崔尔杰, 周伟江. 细长三角翼滚转/侧滑耦合运动的数值研究. 航空学报, 2007, 28(1): 14-19.
[14] Hartwich P M, Agrawa S, Method for perturbing multiblock patched grids in aeroelastic and design optimization applications. AIAA-1997-2038, 1997.
[15] Tsai H M, Wong A S F, Cai J, et al. Unsteady flow calculations with a parallel multiblock moving mesh algorithm. AIAA Journal, 2001, 39(6): 1021-1029.