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中文核心期刊

非定常多体分离轨迹预测技术

UNSTEADY MULTI-BODY SEPARATION TRAJECTORY PREDICTION TECHNOLOGY

  • 摘要: 在内埋武器投放、两级入轨飞行器级间分离、子母弹抛撒、整流罩/座舱盖分离及座椅弹射等多体分离场景中, 分离体的运动轨迹常受非定常干扰流场影响, 呈现出轨迹分散特性. 这种分散性可能导致实际分离轨迹偏离预设轨迹, 进而引发分离安全事故. 因此, 精准预测非定常分离轨迹的散布范围具有重要工程意义. 轨迹散布范围的精准度依赖于足够数量的非定常轨迹样本, 样本量越大, 预测结果越精确. 然而, 当前国内相关研究无论是采用数值模拟还是风洞试验, 单次仿真或试验仅能获取一条非定常分离轨迹, 在数据获取效率与成本方面, 均难以满足轨迹范围预测所需的海量数据需求. 针对这一问题, 本文提出一种基于蒙特卡罗法的分离轨迹仿真预测方法, 通过构建挂载物的非定常瞬时气动力模型, 并与刚体6自由度运动方程耦合, 可快速生成指定样本量的非定常分离轨迹, 最终确定挂载物的分离轨迹范围. 为验证该方法有效性, 以“后台阶内埋舱武器发射”这一典型非定常多体分离场景为研究对象, 采用所提方法开展轨迹范围预测, 并在相同分离初始条件下进行动力相似投放试验. 结果表明, 预测的分离轨迹范围能够完全覆盖试验获取的所有分离轨迹, 充分验证了该方法的可靠性.

     

    Abstract: In diverse multi-body separation scenarios—including internal weapon deployment, stage separation of two-stage-to-orbit vehicles, submunition dispersion, fairing/cockpit canopy separation, and ejection seat operation—the motion trajectories of separated components are frequently subject to unsteady interference flow fields, resulting in trajectory dispersion. This dispersive behavior may lead to deviations of the actual separation trajectory from the predefined path, thereby inducing critical safety incidents during the separation process. Consequently, accurate prediction of the dispersion range of unsteady separation trajectories is of profound engineering significance. The precision of trajectory dispersion range prediction is highly dependent on an adequate number of unsteady trajectory samples; generally, a larger sample size corresponds to more reliable prediction results. However, in current domestic research practices, whether relying on numerical simulations or wind tunnel tests, only a single unsteady separation trajectory can be acquired per simulation run or test campaign. This poses substantial challenges in meeting the massive data requirements for trajectory range prediction, both in terms of data acquisition efficiency and associated costs. To address this bottleneck, this study proposes a simulation-based prediction method for separation trajectories using the Monte Carlo approach. The core of this method involves constructing an unsteady instantaneous aerodynamic model for the payload and coupling it with the six-degree-of-freedom (6-DOF) motion equations of rigid bodies. This coupling enables the rapid generation of unsteady separation trajectories with a specified sample size, thereby facilitating the determination of the payload’s separation trajectory range. To validate the effectiveness of the proposed method, a typical unsteady multi-body separation scenario—“weapon launch from a backward-facing step internal bay”—was selected as the research object. Trajectory range prediction was conducted using the proposed method, and dynamic similarity deployment tests were simultaneously performed under identical initial separation conditions. The results demonstrate that the predicted separation trajectory range fully encompasses all test-acquired separation trajectories, which comprehensively confirms the reliability of the proposed method.

     

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