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首页> 外文期刊>Journal of Thermal Science and Engineering Applications: Transactions of the ASME >Natural Convection Within an Elongated Vertical Cylinder: Heat Loss From Bore of Oil Well Christmas Tree
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Natural Convection Within an Elongated Vertical Cylinder: Heat Loss From Bore of Oil Well Christmas Tree

机译:细长垂直圆柱体内的自然对流:油井圣诞树孔的热损失

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摘要

Internal natural convective heat transfer from a thin walled, vertical cylinder with an exposed vertical surface is investigated numerically. The top and bottom end faces are assumed isothermal. This setup approximates the vertical wellbore of a Christmas tree for simulating cool-down of subsea oil and gas equipment during shutdown operations. The primary objective of this study is to determine the cooling rate of the interior fluid and the onset of fluid motion (rotation) caused by the two non-adiabatic surfaces as a function of Biot number (Bi) applied at the vertical cylindrical wall. The flow is assumed to be three-dimensional, non-steady, and transitional with constant fluid properties except for the density variation with temperature. This latter effect gives rise to the buoyancy force; treated using the Bousinessq approach. We solve the dimensionless governing equations numerically using COMSOL Multiphysics, a commercial finite-element method (FEM) based code. The specific application that motivated this investigation involved a range of Prandtl numbers (Pr) from 0.7 to 168. In addition, we consider small and moderate values of Rayleigh numbers (Ra). Steady-state solutions for temperature and velocity are stratified at the heat source region regardless of the Biot number.
机译:数值研究了薄壁垂直圆柱体与暴露的垂直表面之间的内部自然对流换热。假定顶端面和底端面是等温的。该设置近似于圣诞树的垂直井眼,用于模拟停机操作期间海底石油和天然气设备的冷却。这项研究的主要目的是确定内部流体的冷却速度和由两个非绝热表面引起的流体运动(旋转)的开始,这是施加在垂直圆柱壁上的比奥数(Bi)的函数。除了密度随温度变化外,假定流动是三维的,非稳定的且具有恒定流体特性的过渡。后一种作用引起浮力;使用Bousinessq方法进行处理。我们使用COMSOL Multiphysics(一种基于商业有限元方法(FEM)的代码)以数字方式求解无量纲控制方程。促使这项研究的特定应用涉及从0.7到168的Prandtl数(Pr)范围。此外,我们考虑瑞利数(Ra)的中小值。无论Biot数如何,温度和速度的稳态解都会在热源区域分层。

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