摘要:
为探索某大口径模块装药火炮内弹道过程中,火药床堆积分布对膛内起始压力波三维空间特性的影响,建立了模块装药的三维气固两相燃烧动力学模型,通过对不同药盒端盖初始破口大小的工况进行仿真计算,研究膛内复杂气固两相反应流场特性,分析了不同工况下药床的空间分布对膛内起始压力波特性的影响。研究结果表明,药盒端盖初始破口角度由0°增大至120°,则药粒飞散、沉降后,近膛底侧与近弹底侧区域的药粒占比差距由12.2%减少至0.6%,弹底与膛底间初始负压差的绝对值由1.62MPa下降至0.76MPa;弹丸启动时间由2.82ms延长至2.94ms,弹底压力达到峰值所需时间由4.04ms增加至4.20ms,端盖初始破口尺寸的差异会对膛内三维流场特性产生影响。研究结果对模块装药火炮的内弹道安全性分析具有一定参考价值。
Abstract:
In order to explore the influence of the propellant bed accumulation distribution on the three-dimensional characteristics of initial pressure wave in the chamber during the internal ballistic process of a large-caliber modular charge gun, a three-dimensional gas-solid two-phase combustion dynamic model of the modular charge was established. Firstly, solid powder particles were treated as discrete phase. Based on Euler-Lagrange method, the motion law and accumulation distribution of propellant particles under different initial broken sizes of cartridge end caps were simulated. Then, the propellant particles were treated as continuous phase and the evolution of pressure distribution in the chamber after combustion of the powder bed with different accumulation distribution was numerically simulated on the base of Euler-Euler method. The results show that the characteristics of the three-dimensional flow field in the bore is affected by the difference of the initial fracture size of the cartridge end cap. When the initial breaking angle of the cartridge end cap increases from 0° to 120°, the difference of the propellant particles in the area near breech and the area near forcing cone decreases from 12.2% to 0.6% after the dispersion and settlement of the propellant particles, and the absolute value of the initial negative pressure difference between the breech and the forcing cone decreases from 1.62MPa to 0.76MPa. The start-up time of the bullet is extended from 2.82ms to 2.94ms, and the time required for the forcing cone pressure to peak is increased from 4.04ms to 4.20ms. At the same time, there are complex three-dimensional pressure fluctuations in the chamber. Before the bullet moves, the chamber pressure can be divided into four pressure evolution characteristics along the X-axis direction, presenting the pressure with no changing, gradually decreasing, first decreasing and then increasing, as well as gradually increasing. After the bullet moves, the chamber pressure always keeps decreasing along the X-axis direction. However, along the Y-axis direction, the pressure in the chamber is basically unchanged before and after the bullet movement. The pressure in the chamber can be also divided into four pressure evolution characteristics along the Z axis direction, presenting basically maintaining the same, gradually decreasing, first decreasing and then increasing, first decreasing and then increasing and then decreasing. The research results have some reference value for the interior ballistic safety analysis of modular charge guns.