[1] MANNAN S. Lees' loss prevention in the process industries:Hazard identification,assessment and control[M]. 3rd ed. Elsevier,2005.
[2] KHAN F I,ABBASI S A. Models for domino effect analysis in chemical process industries[J]. Process Safety Progress,1998,17(2):107-123.
[3] COZZANI V,GUBINELLI G,ANTONIONI G,et al. The assessment of risk caused by domino effect in quantitative area risk analysis[J]. Journal of Hazardous Materials,2005,127(1/2/3):14-30.
[4] KADRI F,CHATELET E,CHEN G P. Method for quantitative assessment of the domino effect in industrial sites[J]. Process Safety and Environmental Protection,2013,91(6):452-462.
[5] 张新梅,陈国华. 化工罐区爆炸碎片多米诺效应影响概率计算模型[J]. 化工学报,2008,59(11):2946-2953. ZHANG X M,CHEN G H. Impact probability of domino effect caused by explosion fragments in chemical tank area[J]. Journal of Chemical Industry and Engineering(China),2008,59(11):2946-2953.
[6] 钱新明,徐亚博,刘振翼. 球罐BLEVE碎片抛射的Monte-Carlo分析[J]. 化工学报,2009,60(4):1057-1061. QIAN X M,XU Y B,LIU Z Y. Monte-Carlo analysis of fragments projectile from spherical tank[J]. CIESC Journal,2009,60(4):1057-1061.
[7] 孙东亮,蒋军成,张明广,等. 基于最大熵原理的卧罐爆炸碎片数量概率分布[J]. 化工学报,2011,62(s1):219-224. SUN D L,JIANG J C,ZHANG M G,et al. Probabilistic distribution of fragments number from explosion of horizontal tank based on maximum entropy principle[J]. CIESC Journal,2011,62(s1):219-224.
[8] HEMMATIAN B,PLANAS E,CASAL J. Fire as a primary event of accident domino sequences:the case of BLEVE[J]. Reliability Engineering & System Safety,2015,139:141-148.
[9] ANDERSON C,TOWNSEND W,ZOOK J,et al. The effects of a fire environment on a rail tank car filled with LPG[R]. Maryland:Ballistic Research Laboratories,1974.
[10] KIELEC D J,BIRK A M. Analysis of fire-induced ruptures of 400 L propane tanks[J]. Journal of Pressure Vessel Technology,Transactions of the ASME,1997,119:365-373.
[11] BIRK A M,VANDERSTEEN J D J. On the transition from non-BLEVE to BLEVE failure for a 1.8 m3 propane tank[J]. Journal of Pressure Vessel Technology,Transactions of the ASME,2006,128:648-655.
[12] LANDUCCI G,MOLAG M,REINDERS J,et al. Experimental and analytical investigation of thermal coating effectiveness for 3 m3 LPG tanks engulfed by fire[J]. Journal of Hazardous Materials,2009,161(2/3):1182-1192.
[13] BIRK A M. Review of AFFTAC thermal model[R]. Kingston:Transportation Development Centre,2000.
[14] SALZANO E,PICOZZI B,VACCARO S,et al. Hazard of pressurized tanks involved in fires[J]. Industrial & Engineering Chemistry Research,2003,42(8):1804-1812.
[15] MANU C C,BIRK A M,KIM I Y. Stress rupture predictions of pressure vessels exposed to fully engulfing and local impingement accidental fire heat loads[J]. Engineering Failure Analysis,2009,16(4):1141-1152.
[16] D'AULISA A,TUGNOLI A,COZZANI V,et al. CFD modeling of LPG vessels under fire exposure conditions[J]. AIChE Journal,2014,60(12):4292-4305.
[17] GARDINER C W. Handbook of stochastic methods-For physics,chemistry and the natural sciences[M]. 2nd ed. Springer-Verlag,1996.
[18] 朱位秋. 随机振动[M]. 北京:科学出版社,1998. ZHU W Q. Random vibration[M]. Beijing:Science Press,1998.
[19] 朱位秋. 非线性随机动力学与控制——Hamilton理论体系框架[M]. 北京:科学出版社,2003. ZHU W Q. Nonlinear stochastic dynamics and control-A theoretical framework for Hamilton system[M]. Beijing:Science Press,2003.
[20] 贾梅生,陈国华. 火灾环境液化石油气卧罐稳定性与静态可靠性分析[J]. 化工进展,2017,36(7):2353-2359. JIA M S,CHEN G H. Stability and static reliability of horizontal LPG tank exposed to fire[J]. Chemical Industry and Engineering Progress,2017,36(7):2353-2359.
[21] 张文生. 科学计算中的偏微分方程有限差分法[M]. 北京:高等教育出版社,2006. ZHANG W S. Finite difference methods for partial differential equations in science[M]. Beijing:Higher Education Press,2006. |