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EFFECT OF ELASTIC DEFORMATION ON FLIGHT DYNAMICS OF PROJECTILES WITH LARGE SLENDERNESS RATIO

机译:弹性变形对大惯性比射弹飞行动力学的影响

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The elastic deformation of the newly projectiles withlarge slenderness ratio cannot be ignored with the increasingof flight speed and high maneuverability.Reynolds-averaged Navier-Stokes Equations are solvedthrough CFD technique in this paper. Based on theframe of unstructured mesh, techniques of rigid-motionmesh and inverse-distance-weighted morphing meshare adopted to treat the rigid motion of six degree offreedom(SDOF) caused by flight dynamics and flexiblestructure deformation caused by aeroelasticity respectively.Moreover, the six-degree freedom dynamicequations are solved with static aeroelastic equationswith the mode-summation method. Numerical results offree flight case and static aeroelasticity case calculatedusing the in-house code both agree well with the experimentaldata respectively, which shows the validationof the numerical method. An air-to-air projectile modelof X-X configuration is constructed to research theeffect of elastic deformation on the trajectory of theprojectiles with large slenderness ratio. Comparisonresults of flexible and rigid models show that the longitudinaland course trajectory of centroid is affected bythe elastic deformation, and the oscillatory cycle of theorientation angle increases. Furthermore, the trajectoriesof rigid models with various centroid locations arecomputed, illustrating that the elastic deformationcould move the aerodynamic center forward and weakenthe margin of the stability.
机译:新弹丸的弹性变形与 随着纤细度的增加,纤细率大的现象不容忽视 飞行速度和高机动性。 求解雷诺平均的Navier-Stokes方程 通过本文的CFD技术。基于 非结构网格的框架,刚性运动技术 网格和反距离加权变形网格 采用六度刚度运动 飞行动力学和灵活性带来的自由度(SDOF) 分别由气动弹性引起的结构变形。 而且,六自由度动态 用静态气动弹性方程求解方程 与模式求和方法。的数值结果 计算的自由飞行情况和静态空气弹性情况 使用内部代码都与实验非常吻合 分别显示验证的数据 数值方法。空对空射弹模型 X-X配置的构建旨在研究 弹性变形对弹道的影响 细长比的弹丸。比较 弹性和刚性模型的结果表明,纵向 质心的轨迹受 弹性变形和振动周期 定向角增加。此外,轨迹 具有不同质心位置的刚性模型的集合是 计算,说明弹性变形 可以使空气动力学中心向前移动并减弱 稳定性的保证金。

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