近场爆炸加载下扩胀管能量转化预测模型研究

祁子真 李明浩 张钰研 梁民族 张玉武 林玉亮

祁子真, 李明浩, 张钰研, 梁民族, 张玉武, 林玉亮. 近场爆炸加载下扩胀管能量转化预测模型研究[J]. 高压物理学报. doi: 10.11858/gywlxb.20251227
引用本文: 祁子真, 李明浩, 张钰研, 梁民族, 张玉武, 林玉亮. 近场爆炸加载下扩胀管能量转化预测模型研究[J]. 高压物理学报. doi: 10.11858/gywlxb.20251227
QI Zizhen, LI Minghao, ZHANG Yuyan, LIANG Minzu, ZHANG Yuwu, LIN Yuliang. Energy Conversion Prediction Model of Expansion Tube under Near-Field Blast Loading[J]. Chinese Journal of High Pressure Physics. doi: 10.11858/gywlxb.20251227
Citation: QI Zizhen, LI Minghao, ZHANG Yuyan, LIANG Minzu, ZHANG Yuwu, LIN Yuliang. Energy Conversion Prediction Model of Expansion Tube under Near-Field Blast Loading[J]. Chinese Journal of High Pressure Physics. doi: 10.11858/gywlxb.20251227

近场爆炸加载下扩胀管能量转化预测模型研究

doi: 10.11858/gywlxb.20251227
基金项目: 国家自然科学基金(12502432,12472374)
详细信息
    作者简介:

    祁子真(1995-),男,博士,讲师,主要从事爆炸与冲击动力学研究. E-mail:qizizhen18@nudt.edu.cn

    通讯作者:

    林玉亮(1978-),男,博士,教授,博士生导师,主要从事爆炸与冲击动力学研究. E-mail:ansen_liang@163.com

  • 中图分类号: O383; O521.9

Energy Conversion Prediction Model of Expansion Tube under Near-Field Blast Loading

  • 摘要: 爆炸近场是弹药爆炸毁伤的核心区域,涉及强冲击波与爆轰产物的耦合载荷作用。目前,扩胀管结构(expansion tube structure, ETS)在此类极端载荷下的力学响应及能量转化机制尚不明确。为此,将ETS作为典型吸能结构,研究其在近场强冲击波与爆轰产物耦合作用下的能量转化机制。在试验验证的基础上,通过数值模拟方法研究近场爆炸载荷特性及ETS的动态响应特性,建立了近场爆炸载荷的理论预测公式,并在强冲击假设的基础上构建了能量转化效率的理论预测模型。结果表明:能量转化效率随着比例距离的增加而显著下降,当比例距离超过0.80 m/kg1/3时,能量转化效率低于10%;能量转化效率与反射波比冲量呈显著正相关,说明比冲量是决定能量传递的关键因素。研究结果揭示了ETS在近场爆炸载荷作用下能量转化的内在机制,所建立的理论模型为近场防护结构设计与性能评估提供了有力的理论支撑。

     

  • 图  典型的吸能结构[23]

    Figure  1.  Typical energy-absorbing structures[23]

    图  近场爆炸载荷作用下ETS示意图

    Figure  2.  Schematic diagram of the expansion tube structure under near-field blast loading

    图  近场爆炸冲击载荷数值模拟及近场爆炸作用下的ETS有限元模型[16]

    Figure  3.  Numerical simulation of near-field blast loading and finite element model of the expansion tube structure under such loading[16]

    图  近场爆炸试验布局示意图[16]

    Figure  4.  Schematic diagram of the near-field blast test setup[16]

    图  不同比例距离处的峰值超压

    Figure  5.  Peak overpressure at various scaled distances

    图  不同比例距离下反射波的压力时程曲线

    Figure  6.  Pressure history curves for reflected waves at various scaled distances

    图  近场爆炸载荷下ETS的响应过程[16]

    Figure  7.  Response process of ETS under near-field blast loading[16]

    图  ETS的嵌入位移随比例距离的变化

    Figure  8.  Variations of ETS embedding displacement with scaled distance

    图  近场爆炸载荷的等效压力波形

    Figure  9.  Equivalent pressure waveform of near-field blast loading

    图  10  近场爆炸载荷的经验公式拟合

    Figure  10.  Fitting of empirical formula for near-field blast loading

    图  11  ETS的理想扩径力-位移曲线

    Figure  11.  Ideal expansion force-displacement curve of ETS

    图  12  近场爆炸载荷作用下ETS响应历程示意图

    Figure  12.  Schematic diagram of ETS response history under near-field blast loading

    图  13  Z=0.60 m/kg1/3处ETS的响应过程及能量吸收理论预测结果

    Figure  13.  Theoretical prediction results of the response process and energy absorption of ETS at Z=0.60 m/kg1/3

    图  14  不同比例距离处的能量转化效率及其对应的反射超压峰值(pr)和比冲量(Ir

    Figure  14.  Energy conversion efficiency at different scaled distances and the corresponding peak reflected overpressure (pr) and specific impulse (Ir)

    表  1  ETS各部件的几何尺寸

    Table  1.   Geometric parameters of each component in ETS

    Thin-wall tube Cone piston
    Material LT/mm r0/mm h/mm Material rdie/mm lD/mm lC/mm α/(°) mC/g
    1060/H12 aluminum 48.0 13.0 1.0 304 steel 13.5 2.0 5.0 5.71 16.8
    Supporting rod Slider
    Material DR/mm lR/mm mR/g Material DS/mm lS/mm lE/mm mS/g
    304 steel 10.0 27.0 14.98 304 steel 40.0 37.0 5.0 149.8
    下载: 导出CSV

    表  2  试验工况及结果统计[16]

    Table  2.   Summary of test plan and measurement results[16]

    W/kg Case R/m Z/(m·kg−1/3) L/mm W/kg Case R/m Z/(m·kg−1/3) L/mm
    2.00 W2-E1 0.60 0.48 13.35 5.00 W5-E1 0.63 0.37 33.88
    W2-E2 0.63 0.50 17.40 W5-E2 0.72 0.42 27.54
    W2-E3 0.72 0.57 13.05 W5-E3 0.77 0.45 30.89
    W2-E4 0.77 0.61 21.75 W5-E4 0.87 0.51 22.80
    W2-E5 0.80 0.63 7.68 W5-E5 1.05 0.61 21.91
    W2-E6 1.05 0.83 5.52 W5-E6 1.08 0.63 15.64
    W2-E7 1.08 0.86 3.12 W5-E7 1.14 0.67 11.44
    W2-E8 1.31 1.04 2.24 W5-E8 1.31 0.77 6.69
    W2-E9 1.31 1.04 2.56 W5-E9 1.31 0.77 7.48
    W2-E10 1.40 1.11 2.08 W5-E10 1.35 0.79 4.66
    W2-E11 1.42 1.13 1.44 W5-E11 1.40 0.82 5.98
    W2-E12 1.46 1.16 0.64 W5-E12 1.46 0.85 9.68
    4.01 W4-E1 0.63 0.40 29.57 3.01 W3-E1 0.60 0.42 25.14
    W4-E2 0.72 0.45 15.93 W3-E2 0.63 0.44 25.72
    W4-E3 0.77 0.49 19.18 W3-E3 0.72 0.50 9.02
    W4-E4 0.80 0.50 12.72 W3-E4 0.77 0.53 6.34
    W4-E5 0.87 0.55 11.97 W3-E5 0.80 0.55 8.52
    W4-E6 1.05 0.66 6.69 W3-E6 0.87 0.60 11.32
    W4-E7 1.08 0.68 10.21 W3-E7 1.05 0.73 2.52
    W4-E8 1.14 0.72 7.92 W3-E8 1.08 0.75 4.56
    W4-E9 1.31 0.83 4.22 W3-E9 1.14 0.79 2.60
    W4-E10 1.31 0.83 5.72
    W4-E11 1.35 0.85 3.52
    W4-E12 1.40 0.88 3.08
    W4-E13 1.42 0.89 4.22
    W4-E14 1.46 0.92 6.69
    下载: 导出CSV

    表  3  近场爆炸载荷下反射峰值超压和比冲量的数值模拟结果

    Table  3.   Simulation results of reflected peak overpressure and specific impulse of the near-field blast loading

    Z/(m·kg−1/3) W/kg pr2/MPa Ir2/(Pa·s) Z/(m·kg−1/3) W/kg pr2/MPa Ir2/(Pa·s)
    0.30 2 61.66 3770.76 0.30 10 75.99 6044.95
    0.35 57.72 3152.27 0.35 63.56 5663.29
    0.40 48.93 2636.03 0.40 57.11 4531.02
    0.45 36.94 2240.10 0.45 41.89 4476.01
    0.50 27.89 2107.74 0.50 34.63 4442.93
    0.60 20.28 1682.53 0.60 18.39 3088.02
    0.70 14.66 1281.50 0.70 14.23 2436.08
    0.80 8.19 1070.14 0.80 13.46 2107.83
    0.30 3 61.13 4094.75 0.30 30 71.06 8429.43
    0.35 53.59 3309.89 0.35 55.22 6430.83
    0.40 45.44 2389.84 0.40 44.78 5125.89
    0.45 39.12 2184.19 0.45 35.74 4656.37
    0.50 34.39 2109.40 0.50 27.21 3985.79
    0.60 18.21 1732.51 0.60 19.63 3735.01
    0.70 12.01 1276.29 0.70 13.15 3043.11
    0.80 8.56 950.22 0.80 9.54 2498.36
    0.30 5 72.08 5006.16 0.30 50 77.94 9821.96
    0.35 44.64 3729.77 0.35 64.93 7193.28
    0.40 37.13 2908.95 0.40 55.93 5515.95
    0.45 32.90 2989.50 0.45 38.42 5887.95
    0.50 24.99 2201.57 0.50 31.44 4784.21
    0.60 17.87 1958.20 0.60 19.37 3877.84
    0.70 14.34 1537.50 0.70 12.56 2869.21
    0.80 10.36 1066.83 0.80 9.71 2526.05
    下载: 导出CSV

    表  4  10 kg 炸药当量下不同比例距离处ETS的能量吸收

    Table  4.   Energy absorption of ETS at different distances under a 10 kg TNT equivalent charge

    R/m Z/(m·kg−1/3) Ee
    Simulation/J Theory/J Error/%
    0.862 0.40 119.12 140.57 18.01
    1.077 0.50 114.81 101.29 −11.77
    1.293 0.60 55.18 59.42 7.68
    1.508 0.70 34.11 39.59 16.07
    1.724 0.80 25.28 26.06 3.09
    下载: 导出CSV
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  • 收稿日期:  2025-10-15
  • 修回日期:  2025-11-25
  • 网络出版日期:  2025-11-28

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