Study on embedded payload separation by using integrative computation of internal and external flows
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摘要:
针对由于工程约束,载荷舱布置于进气道前端的内外流一体载荷投放分离问题,运用计算空气动力学耦合六自由度运动模型、动态嵌套网格以及内外流一体建模策略,开展内外流一体的载荷投放分离非定常流场数值模拟研究,分析评估内外流一体条件下的载荷投放分离运动特性及对内流进气道流场的影响。结果表明:综合考虑载荷分离安全及其对进气道流场影响程度,分散投放方案较为稳妥;两点对称投放方案则使得进气道
D c,60达到0.46的水平,周向不均匀度达到5.2%的水平,影响发动机工作的风险较高。Abstract:In response to the problem of embedded payload separation by using integrative computation of internal and external flows in the front end of the intake duct due to engineering constraints, a computational aerodynamics coupled six degree of freedom motion model, dynamic nested mesh, and internal and external flow coupling calculation strategy were used to conduct numerical simulation research on the unsteady flow field of payload separation by using integrative computation of internal and external flows. The characteristics of payload separation motion under the condition of integrated internal and external flow coupling and its impact on the flow field of the internal flow intake duct were analyzed and evaluated. The results showed that, considering the safety of payload separation and its impact on the intake flow field, the dispersed deployment scheme was relatively stable; the two-point symmetrical placement scheme resulted in the intake duct
D c,60 reaching a level of 0.46 and the circumferential distortion intensity reaching a level of 5.2%, which posed a higher risk of affecting engine operation. -
表 1 3套不同密度网格流场数据对比
Table 1. Comparison of three sets of grid flow field data with different densities
疏密程度 网格数/104 CL CD σ Dc,60 粗 512 0.0715 0.0194 0.9521 0.2168 中 1102 0.0651 0.0176 0.9643 0.1921 细 1589 0.0657 0.0171 0.9655 0.1932 表 2 各位置进气道气动参数对比
Table 2. Comparison of aerodynamic parameters of intake ducts at different positions
位置 σmin Dc,60,max $ \Delta {\overline{\sigma }}_{0,\mathrm{max}} $/% 1 0.9277 0.4393 4.2834 2 0.9370 0.4401 4.2276 3 0.9396 0.4211 4.1858 4 0.9288 0.4213 4.1604 5 0.9211 0.4203 4.3162 6 0.9172 0.3872 4.3354 表 3 前后位置进气道气动参数对比
Table 3. Comparison of aerodynamic parameters of front and rear intake ducts
位置 σmin Dc,60,max $ \Delta {\overline{\sigma }}_{0,\mathrm{max}} $/% 靠后位置 0.8853 0.4575 5.1856 靠前位置 0.8842 0.4547 3.9854 表 4 两种投放方案进气道气动参数值对比
Table 4. Comparison of aerodynamic parameter values for the intake duct of two deployment schemes
投放方案 σmin Dc,60,max $ \Delta {\overline{\sigma }}_{0,\mathrm{max}} $/% 顺序分散 0.9172 0.4401 4.3354 两点对称 0.8842 0.4575 5.1856 -
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