期刊文献+

液液针栓多喷注单元喷雾场数值模拟

Numerical simulation on spray field of liquid-liquid pintle multi-injector elements
下载PDF
导出
摘要 为了研究相邻喷注单元间相互影响对针栓式喷注器喷雾场的影响,以平面针栓多喷注单元为研究对象,采用基于AMR(adaptive mesh refinement)技术和分相识别的PLIC VOF(piecewise linear interface calculation VOF)新方法,实现了针栓式喷注器雾化过程的高保真数值模拟。给出了喷雾场典型的结构特征及液雾的分布特性,对比了多喷注单元与单喷注单元喷雾场的差异,揭示了相邻喷注单元间的相互影响机制。研究表明,新的仿真方法在精细研究针栓式喷注器喷雾场方面具有较好的准确性。与单喷注单元相比,多喷注单元喷雾场主要存在以下特殊结构:相邻两雾扇相撞背部呈脊状结构,使得雾化区域大于雾化角;两雾扇相撞在中间对称面汇聚形成薄液膜,使整个雾化角范围内均有液滴分布;相邻两孔之间形成一定下漏率和下漏液膜宽度;液膜路和液束路的液滴粒径均显著增大了约35,流强和混合比沿径向分布更趋于均匀。相邻喷注单元间的相互影响机制为:相邻喷雾扇相撞后原先各自向外展开的雾扇被挤回中心对称面,其厚度是原雾扇的两倍,其他未发生撞击位置的液膜厚度保持不变,最终形成的喷雾扇结构呈扁平的多凹腔状。 In order to study the influence of the interaction between adjacent injector elements on the spray field in pintle injector,taking the plane pintle multi-injector element as the research object,based on a new method of AMR(adaptive mesh refinement)technology and PLIC VOF(piecewise linear interface calculation VOF)method in which each phase was individually identified,the spray process of pintle injector was simulated with high-fidelity.The typical structure characteristics and spatial distribution characteristics of the spray field were demonstrated quantitatively.The spray field were compared with that of the injector element,and the mechanism of interaction between adjacent injector elements was revealed.The results show that the new simulation method has good accuracy in studying the spray field of pintle injector.Compared with the injector element,the spray field of the multi-injector element mainly has the following special structures:two adjacent spray fans collide to form a ridge structure on the back,and causing the spray area to exceed the spray angle area.In addition,two spray fans collide and converge on the middle symmetry plane to form a thin liquid film,which makes the droplets distribute throughout the spray angle area.A certain leakage rate and leakage width of liquid sheet are formed between two adjacent radial orifices.The droplet diameters of liquid sheet path and liquid jet path increase significantly by about 35,and the distribution of flow intensity and mixing ratio tends to be more uniform along the radial direction.The interaction mechanism between adjacent elements is as follows:after the collision of adjacent spray fans,the original outward deployed spray fans are pushed back to the central symmetry plane,whose thickness is twice that of the original spray fan.However,the thickness of the liquid film at other nonimpact positions remains unchanged.Finally,the structure of the spray fan is a flat multi-cavity structure.
作者 王凯 唐亮 雷凡培 杨岸龙 周立新 WANG Kai;TANG Liang;LEI Fanpei;YANG Anlong;ZHOU Lixin(Key Laboratory for Liquid Rocket Engine Technology,Xi'an Aerospace Propulsion Institute,Xi'an 710100,China;China State Shipbuilding Corporation,Beijing 100044,China)
出处 《火箭推进》 CAS 2023年第2期15-26,共12页 Journal of Rocket Propulsion
基金 国家自然科学基金(11502186)。
关键词 液液针栓喷注器 相邻喷注单元 相互影响 雾场结构 自适应网格加密 liquid-liquid pintle injector adjacent injector elements interaction spray field structure adaptive mesh refinement
  • 相关文献

参考文献8

二级参考文献201

  • 1涂国华,袁湘江,夏治强,呼振.一类TVD型的迎风紧致差分格式[J].应用数学和力学,2006,27(6):675-682. 被引量:13
  • 2van Leer B. CFD education: past, present, future. AIAA paper, 1999-0910, 1999.
  • 3Baum J D, Luo H, Lohner R. Application of unstructured adaptive moving body methodology to the simulation of fuel tank separation form an F-16 Fighter. AIAA paper, 1997-0166, 1997.
  • 4Courant R, Priedrichs K O, Lewy H. Ueber die partiellen differenzengleichungen der mathematischen physik. Math- ematische Analen, 1928, 100:32-37.
  • 5van Leer B. Computational fluid dynamics: science or toolbox? AIAA paper, 2001-2520, 2001.
  • 6Godunov S K. A difference method for the numerical cal- culation of discontinuous solutions of hydrodynamic equa- tions. Mat. Sb., 1959, 47:271-306.
  • 7Lax P D. Hyperbolic systems of conservation laws Ⅱ. Communications Pure and Applied Mathematics, 1957~ 10:537-566.
  • 8Lax P D, Wendroff B. Systems of conservation laws. Corn- munieations Pure and Applied Mathematics, 1960, 13: 217-237.
  • 9Richtmyer R D, Morton K W. Difference Methods for Initial-Value Problems. New York: Intersicence, 1967.
  • 10MacCormack R W. The effect of viscosity in hypervelocity impact cratering. AIAA paper, 1969-354, 1969.

共引文献199

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部