论文:2021,Vol:39,Issue(3):694-701
引用本文:
刘浩哲, 严红. 放置状态及变参数对热声不稳定工作特性分析[J]. 西北工业大学学报
LIU Haozhe, YAN Hong. Numerical simulation of thermoacoustic instability in Rijke tube[J]. Northwestern polytechnical university

放置状态及变参数对热声不稳定工作特性分析
刘浩哲1, 严红2
1. 航空工业西安飞行自动控制研究所, 陕西 西安 710000;
2. 西北工业大学 动力与能源学院, 陕西 西安 710072
摘要:
为了进一步研究热声振荡机理影响因素,针对以恒温板叠为热源的四分之三波长Rijke管模型,通过对比3种不同放置态对Rijke管内热声不稳定特性的影响,采用CFD方法对管内的热声振荡进行了从起振到饱和状态全过程的数值模拟,并对加入温度对动力黏性系数和导热系数的变参数影响进行对比考察。结果表明,重力比热浮力所导致的热声振荡影响大,且无重力时压力过渡段的凸起现象与温度梯度所导致的饱和后减小振幅耗散来达到管内平衡现象有关。对于2种变参数综合比较发现,当黏性系数随温度变化且导热系数为定值的幅值相比两者均随温度变化倍率净缩小49.5%,这一结果远远超过黏性系数自身带来的影响。
关键词:    热声不稳定性    Rijke管    放置状态    变参数   
Numerical simulation of thermoacoustic instability in Rijke tube
LIU Haozhe1, YAN Hong2
1. AVIC Xi'an Flight Automic Control Research Institute, Xi'an 710076, China;
2. School of Power and Energy, Northwestern Polytechnical University, Xi'an 710072, China
Abstract:
The influence of three different states on the thermoacoustic instability characteristics of Rijke tube was compared in order to reseach the influencing factors of thermoacoustic oscillation by using the Rijke tube model with stack as the heat source. The thermoacoustic oscillations are numerically simulated from the start-up to the saturation state, and the effects of the temperature on the dynamic viscosity and the thermal conductivity are compared. The results show gravity has a greater influence than the thermoacoustic oscillation caused by thermal buoyancy, and it is related to the inner balance of the tube after the gravity and the temperature gradient caused by the protrusion and the temperature gradient caused by the reduction of the amplitude dissipation. For the comprehensive comparison of the two variable parameters, it is found that when the viscosity coefficient changes with temperature and the thermal conductivity is a fixed value, both of them decrease by 49.5% with the temperature change rate. This result far exceeds the viscosity coefficient itself influences.
Key words:    thermoacoustic instability    Rijke tube    placed state    variable parameters   
收稿日期: 2020-10-21     修回日期:
DOI: 10.1051/jnwpu/20213930694
基金项目: 国家自然科学基金(11702222)资助
通讯作者:     Email:
作者简介: 刘浩哲(1994-),航空工业西安飞行自动控制研究所助理工程师,主要从事液压流体研究。
相关功能
PDF(1756KB) Free
打印本文
把本文推荐给朋友
作者相关文章
刘浩哲  在本刊中的所有文章
严红  在本刊中的所有文章

参考文献:
[1] 初敏, 徐旭. Rijke管自激热声振荡的数值模拟[J]. 声学学报, 2015, 40(1):81-89 CHU Min,XU Xu. Numerical simulation of self-excited thermoacoustic oscillation of Rijke tube[J]. Acta Acoustica, 2015, 40(1):81-89(in Chinese)
[2] RIJKE P L. Notiz ueber eine neue art,die in einer beiden enden ofenen rohre ent halten luft schwingungen zu versetzen[J]. Annalen del Physik, 1859, 107(33):339-345
[3] DOWLING A P. Nonlinear self-excited oscillations of a ducted flame[J]. Journal of Fluid Mechanics, 1997, 36(346):271-290
[4] MATVEEV K I, CULICK F E C. A study of the transition to instability in a Rijke tube with axial tempreture gradient[J]. Journal of Sound and Vibration, 2003, 264(3):689-706
[5] MATVEEV K I, CULICK F E C. A study of the transition to instability in a Rijke tube[J]. Journal of Sound and Vibration, 2004, 21(3):679-701
[6] NEURINGER J L, HUDSON G E. An investigation of sound vibrations in a tube containing a heat source[J]. Journal of the Acoustical Society of America, 1952, 24(6):667-671
[7] RAYLEIGH L. The theory of sound[M]. UK:Dover Publications, 1896
[8] PUTNAM A A, DENNIS W R. A study of burner oscillations of the organ-pipe[J]. ASME, 1953, 75(10):15-28
[9] KWON Y, LEE B. Stability of the Rijke thermoacoustic oscillation[J]. Journal of the Acoustical Society of America, 1985, 578(4):1414-1420
[10] 马大猷. 热声学基本理论和非线性[J]. 声学声报,1999, 4(24):71-79 MA Dayou. Basic theory of thermoacoustics and nonlinearity[J]. Acta Acoustica, 1999, 4(24):71-79(in Chinese)
[11] 陈福连. Rijke管工作原理新探讨[J]. 西北工业大学学报, 1993, 11(2):184-188 CHEN Fulian. A new discussion on the working principle of Rijke tube[J]. Journal of Northwestern Polytechnical University, 1993, 11(2):184-188(in Chinese)
[12] 陈福连. Rijke-ZT型脉动燃烧器频率特性研究[J]. 声学学报,2004, 9(6):871-885 CHEN Fulian. Research on frequency characteristics of Rijke-ZT pulse burner[J]. Acta Acoustica, 2004, 9(6):871-885(in Chinese)
[13] 韩飞, 岳国森, 沙家正. Rijke管热声振荡的非线性效应[J]. 声学学报, 1997, 2(3):249-254 HAN Fei, YU Guosen, SHA Jiazheng. Nonlinear effects of Rijke tube thermoacoustic oscillation[J]. Acta Acoustica, 1997, 2(3):249-254(in Chinese)
[14] HANTSCHK C C, VORMEYER D. Numerical simulation of self-excited thermoacoustic instabilities in a Rijke tube[J]. Sound Vib,1999, 277(3):511-522
[15] 严红, 陈福连, 吴心平. 脉动燃烧器内流出的数值模拟[J]. 燃烧科学与技术, 2001, 7(2):201-207 YAN Hong, CHEN Fulian, WU Xinping. Numerical simulation of outflow in a pulsation combustor[J]. Combustion Science and Technology, 2001, 7(2):201-207(in Chinese)
[16] 钟英杰, 张雪梅, 等. 里克管的数值模拟[J]. 动力工程, 2007, 27(2):247-250 ZHONG Yingjie, ZHANG Xuemei. Numerical simulation of Rijke tube[J]. Power Engineering, 2007, 27(2):247-250(in Chinese)
[17] 李国能,周昊,尤鸿燕, 等. 黎开管自激热声不稳定的数值模拟[J]. 中国电机工程学报, 2007, 27(23):50-54 LI Guoneng, ZHOU Hao, YOU Hongyan. Numerical simulation of self-excited thermoacoustic instability of Rijke tube[J]. Chinese Society for Electrical Engineering, 2007, 27(23):50-54(in Chinese)
[18] ENTEZAM B, MOORHEM W K V, MAJDALANI J. Two-dimensional numerical verification of the unsteady thermoacoustic field inside a Rijke-type pulse combustor[J]. Numerical Heat Transfer Applications, 2002, 41(3):245-262
[19] RAUN R L, BECKSTEAD M W. A model for temperture gradient and panicle effects on Rijke burner oscillations[J]. Combustion & Flame, 1993, 94(12):1-24
[20] CHATTERJEE P, VANDSBURGER U, SAUNDERS W R, et al. On the spectral characteristics of a self-excited Rijke tube combustor-numerical simulation and experimental measurements[J]. Sound and Vibration, 2005, 283(3):573-588
[21] KUNZ W. Untensuchungen zum anregungsmechanismus thermoakustischer schwingungen am beispiel des Rijke phaenomens[D]. Muenchen, Germany, Technische Universitaet, 1981
[22] BAILEY J J. A type of flame-excited oscillation in a tube[J]. Journal of applied Mechanics, 1957, 24(3):333-339
[23] KATTO Y, SAJIKI A. One of oscillation of a gas-column in a tube due to the existence of heat-conduction field:a problem of generation of mechanical energy from heat[J]. JSME International Journal, 1977, 20(17):1161-1168
[24] 邱利民. 丝网热声板叠的最佳填充率[J]. 太阳能学报, 2001, 7(3):322-326 QIU Limin. Optimal filling rate of wire mesh thermoacoustic board stack[J]. Acta Solar Energy, 2001, 7(3):322-326(in Chinese)
[25] HECKL M A. Nonlinear acoustic effects in the Rijke tube[J]. Acoustica, 1990, 72(1):63-71