多相环境下工程系统运行过程中的传热传质问题

M. Yu. Filimonov, N. A. Vaganova
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摘要

本文考虑了与土壤中传热传质有关的三种类型的问题。第一类问题是利用土壤表面热场对地下管道损伤进行诊断。第二类研究地热储层温度的动态变化,这取决于进入该储层的水的温度和注采井之间的压力差。第三类问题考虑的是冻土中运行的工程系统在土壤中的非稳态热场的传播。重点对北方油气田生产井间冻土中非稳态热场的长期预测进行了研究。在前两类问题中,考虑了水在土壤中的过滤,热场在单相介质中传播,这是第三类问题发展的基础。第三类问题在描述永久冻土中的非稳态热场时考虑了土壤中可能的相变,导致了stefan型问题。北方油气田生产井冻土融化半径的确定中考虑了具体第三类问题的水迁移,由于地下水位以上的侧向水迁移极小,对这一过程没有显著影响。因此,只考虑初始含水量的潜热。本文讨论了一个包含影响多年冻土中热场分布的最重要的物理和气候数据的数学模型,并给出了数值计算结果。
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Some problems of heat and mass transfer during the operation of engineering systems in multiphase environments
Three types of problems related to problems of heat and mass transfer in the soil are considered. The first class of problems deals with the diagnostics of damage of underground pipelines by thermal fields on the soil surface. The second type studies the dynamics of changes in the temperature of a geothermal reservoir depending on the temperature of the water entering this reservoir and the pressure gap between injection and production wells. The third-type problems consider the propagation of non-stationary thermal fields in the soil from operated engineering systems in the permafrost. The main attention is paid to long-term forecasting of the propagation of non-stationary thermal fields in the frozen soil between operating production wells of northern oil and gas fields. In problems of the first two classes, which served as a basis for the development of problems of the third type, water filtration in the soil is considered, and thermal fields propagate in single-phase media. The third-class problems take into account possible phase transitions in the soil when describing non-stationary thermal fields in permafrost soils, leading to Stefan-type problems. Accounting for water migration for the specific third-type problems on the determination of the radius of frozen soil thawing from production wells in northern oil and gas fields does not significantly affect this process since lateral water migration above the groundwater level is minimal. Therefore, only the latent heat of the initial water content is taken into consideration. This paper discusses a mathematical model containing the most significant physical and climatic data affecting the distribution of thermal fields in permafrost rocks and presents the results of numerical calculations.
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