自动评估紧急情况下液化天然气装瓶过程中的火灾危险区

Anatoly Kuzmin, Nikolay Romanov, Sergey Sharapov
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引用次数: 0

摘要

介绍了液化天然气装瓶过程中紧急情况发展的主要阶段。在发生和发展与液化天然气储罐或工艺管道破坏相关的火灾危险情况时,形成了事件树。确定了液化天然气在光滑底层表面上扩散和形成可变功率蒸汽源的可能情况。研究了液化天然气蒸发模型与填充层的组成和可能厚度的关系。结果表明,在两相处于热力学平衡的假设下。液化天然气的气相密度可以通过在给定压力和温度下使用 Klosek-McKinley 方法求解 Peng-Robinson 方程得到,该方法基于液化天然气混合物摩尔体积的经验相关性。根据 Van den Berg 方程的解法和一种算法,形成了快速相变模型,该算法可自动评估液化天然气泄漏期间危险火灾因素的影响区域。
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AUTOMATED ASSESSMENT OF ZONES OF EXPOSURE TO FIRE HAZARDS DURING THE BOTTLING OF LIQUEFIED NATURAL GAS IN AN EMERGENCY SITUATION
The main stages of the development of an emergency situation during the bottling of liquefied natural gas are presented. A tree of events has been formed in the event of the occurrence and development of a fire hazardous situation associated with the destruction of a tank or process pipeline with liquefied natural gas. Possible regimes of liquefied natural gas spreading on a smooth underlying surface and the formation of a variable power vapor source are identified. Models of liquefied natural gas evaporation are studied in relation to the composition and possible thickness of the filling layer. It is shown that under the assumption that the two phases are in thermodynamic equilibrium. The vapor phase density of liquefied natural gas can be obtained by solving the Peng-Robinson equation using the Klosek-McKinley method for a given pressure and temperature, which is based on an empirical correlation for the molar volume of the liquefied natural gas mixture. A model of a fast phase transition is formed based on the solution of the Van den Berg equation and an algorithm that automates the procedure for assessing the zones of influence of dangerous fire factors during an liquefied natural gas spill.
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