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Finite element analysis of coupled heat and moisture transport in cylindrical porous media and coal logs.

机译:圆柱状多孔介质和煤层中传热与水分耦合的有限元分析。

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The purpose of this study is to determine the transient temperature and moisture distributions within finite porous solid cylinders during heating, cooling, and drying. This study includes a literature review, experiments, and a computer model for finite element analyses (FEA). The partial differential equations by Luikov are used to simulate the coupling of heat and mass transfer phenomena, including Soret effect and evaporation. Their solution required input of heat and mass transfer coefficients. These coefficients were obtained from drying experiments by the psychrometry method. The results were correlated in terms of dimensionless numbers: Nu{dollar}rmsb{lcub}h{rcub}=0.059 Resp{lcub}0.65{rcub} Gusp{lcub}-0.44{rcub}{dollar} and Nu{dollar}rmsb{lcub}m{rcub}=0.049 Resp{lcub}0.67{rcub} Gusp{lcub}-0.44{rcub}{dollar}; where Gu is Gukhman number which is defined as {dollar}rm(Tsb{lcub}infty{rcub}{dollar}-T{dollar}rmsb{lcub}w{rcub})/Tsb{lcub}infty{rcub}.{dollar} An extensible FEA framework approach was developed to numerically solve the Luikov equations. The framework. includes a set of object-oriented programs. The extensible FEA framework was demonstrated by a set of examples. The examples extend from steady state to transient problems (Poisson to heat conduction equations), and from the scalar to vector problems (heat conduction to Luikov equations). The specific examples are four application cases related to the heating, cooling and drying of porous solid cylinders with constant transport properties. Two cases simulate coal log heating and cooling during their compaction. The other two cases simulate coal log drying in ambient air. In these FEA simulations, coal logs are modeled as a two-dimensional axially symmetric cylinder. These simulations provide new quantitative predictions of detailed temperature and moisture distributions in finite porous cylinders. The Soret effect, evaporation and geometry cause the temporal temperature and moisture distributions to be nonlinear and dependent on the length-to-diameter ratio. The average temperature and moisture values provide information useful for the design of heating, cooling, and drying systems in coal log manufacture.
机译:这项研究的目的是确定在加热,冷却和干燥过程中有限的多孔固体圆柱体内的瞬时温度和水分分布。这项研究包括文献综述,实验和用于有限元分析(FEA)的计算机模型。 Luikov的偏微分方程用于模拟传热和传质现象的耦合,包括Soret效应和蒸发。他们的解决方案需要输入热量和传质系数。这些系数是通过干湿法从干燥实验中获得的。结果与无因次数相关:Nu {dollar} rmsb {lcub} h {rcub} = 0.059 Resp {lcub} 0.65 {rcub} Gusp {lcub} -0.44 {rcub} {dollar}和Nu {dollar} rmsb {lcub} m {rcub} = 0.049 Resp {lcub} 0.67 {rcub} Gusp {lcub} -0.44 {rcub} {dollar};其中Gu是古赫曼数,定义为{dollar} rm(Tsb {lcub} infty {rcub} {dollar} -T {dollar} rmsb {lcub} w {rcub})/ Tsb {lcub} infty {rcub}。{开发了一种可扩展的FEA框架方法来数值求解Luikov方程。框架。包括一组面向对象的程序。一组示例演示了可扩展的FEA框架。这些示例从稳态问题扩展到瞬态问题(泊松问题到热传导方程),从标量问题扩展到矢量问题(热传导到Luikov方程)。具体示例是与具有恒定传输特性的多孔固体圆柱体的加热,冷却和干燥有关的四个应用案例。有两个案例模拟了压实过程中煤原木的加热和冷却。另外两种情况模拟了环境空气中煤炭原木的干燥。在这些FEA模拟中,将煤测井建模为二维轴向对称圆柱体。这些模拟为有限的多孔圆柱体中详细的温度和湿度分布提供了新的定量预测。 Soret效应,蒸发和几何形状导致时间温度和水分分布呈非线性,并取决于长度与直径的比率。平均温度和湿度值提供了一些信息,可用于设计煤炭测井中的加热,冷却和干燥系统。

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