Numerical simulation for near-field characteristics of air explosion under different degrees of vacuum

LI Kebin1, LI Xiaojie1,2, YAN Honghao1, WANG Xiaohong1, YANG Chenchen1

Journal of Vibration and Shock ›› 2018, Vol. 37 ›› Issue (17) : 270-276.

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PDF(1796 KB)
Journal of Vibration and Shock ›› 2018, Vol. 37 ›› Issue (17) : 270-276.

Numerical simulation for near-field characteristics of air explosion under different degrees of vacuum

  • LI Kebin1, LI Xiaojie1,2, YAN Honghao1, WANG Xiaohong1, YANG Chenchen1
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Abstract

External environment variation makes shock wave propagation of air explosion produce obvious changes. In order to analyze the influence of degree of vacuum on near-field characteristics of air explosion,the finite element model of a free-field air explosion was established. Based on Sachs scaling law,introducing the characteristic scaled distance Z,the variation laws of explosion near-field characteristic parameters under various vacuum degrees were analyzed. Results indicated that the piecewise function taking Hopkinson scaled distance and the characteristic scaled distance Z as variables can express the explosion peak pressure Δpm within the full range of different degrees of vacuum; the variation of specific impulse i and positive pressure action time t+ is non-monotonic and closely related to sparse wave tail discontinuity surface of detonation product; time history curves of detonation product’s interface and shock wave front under different degrees of vacuum are overlapped,respectively in a dimensionless coordinate system,and the ultimate expansion volume is linearly related to critical distance Rs.


Key words

 explosion in air / vacuum environment / near-field characteristic parameters / sparse wave tail discontinuity surface / characteristic scaled distance

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LI Kebin1, LI Xiaojie1,2, YAN Honghao1, WANG Xiaohong1, YANG Chenchen1. Numerical simulation for near-field characteristics of air explosion under different degrees of vacuum[J]. Journal of Vibration and Shock, 2018, 37(17): 270-276

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