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Nonlinear Panel Flutter Analysis Based on an Improved CFD/CSD Coupled Procedure

机译:基于改进的CFD / CSD耦合程序的非线性面板颤振分析

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Nonlinear aeroelasticity, caused by the interaction between nonlinear fluid and geometrically nonlinear structure, is studied by an improved CFD and CSD coupled program. An AUSMpw+ flux splitting scheme, combined with an implicit time marching technology and geometric conservation law, is utilized to solve unsteady aerodynamic pressure; The finite element co-rotational theory is applied to model geometrically nonlinear two-dimensional and three-dimensional panels, and a predictor-corrector program with an approximately energy conservation is developed to obtain nonlinear structure response. The two solvers are connected by Farhat's second order loosely coupled method and the aerodynamic loads and structural displacements are transferred by boundary element method. With the application on the solution of panel flutter problems for supersonic, transonic and subsonic Mach numbers, representative limited cycle oscillations appear when geometric nonlinearity and aerodynamic nonlinearity are considered. The flutter boundary and amplitude of limit cycle oscillation are discussed and compared with the work of Dowell and Gordnier. The program is also used to compute the nonlinear elastic response of AGARD 445.6 wing, and the results show that improved procedure presents a better stability than conventional method.
机译:通过改进的CFD和CSD耦合程序研究了由非线性流体和几何非线性结构之间的相互作用引起的非线性气动弹性。 AUSMpw +通量分裂方案,结合隐式时间行进技术和几何守恒律,用于解决不稳定的空气动力压力。将有限元同向旋转理论应用于几何非线性二维和三维面板的建模,并开发了一种近似能量守恒的预测校正程序,以获得非线性结构响应。两个求解器通过Farhat的二阶松耦合方法连接,并且空气动力载荷和结构位移通过边界元法传递。随着对超音速,跨音速和亚音速马赫数的面板颤振问题的解决,当考虑几何非线性和空气动力学非线性时,就会出现代表性的有限周期振荡。讨论了极限循环振荡的颤振边界和幅度,并与Dowell和Gordnier的工作进行了比较。该程序还用于计算AGARD 445.6机翼的非线性弹性响应,结果表明改进的程序比常规方法具有更好的稳定性。

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