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Numerical modeling of the medium-density fiberboard hot pressing process, Part 2: Mechanical and heat and mass transfer models.

机译:中密度纤维板热压过程的数值模型,第2部分:机械模型以及传热和传质模型。

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摘要

In this study, coupled mechanical and heat and mass transfer models describing mat compression and heat and moisture transfer occurring during hot pressing of medium-density fiberboard mats are presented. The mat is considered an aging linear elastic material and is described by a mechanical model in three dimensions. Rheological properties of the mat depended on time, space, temperature, moisture content, and resin cure. Hardening and softening phases of the material behavior were accounted for and treated with separate constitutive laws. Press closing was taken into account, and a coupling procedure between mechanical and heat and mass transfer models was elaborated. Development of the vertical density profile was dynamically predicted by the model. Both mechanical and heat and mass transfer models were discretized in space by the finite element method. An implicit second-order backward finite difference scheme was used for time discretization. All calculations were carried out on a moving geometry whose deformation (compression) was a function of a press closing schedule. Model results exhibited good agreement with experimental results. Under various press closing schedules, the model gave information on variables such as density profile, total gas pressure, air and vapor pressure, temperature, moisture content, RH, and degree of resin cure.
机译:在这项研究中,提出了耦合的机械,热和质量传递模型,这些模型描述了中密度纤维板垫在热压过程中发生的垫压缩以及热和湿气传递。该垫被认为是老化的线性弹性材料,并通过机械模型在三个维度上进行描述。垫的流变性取决于时间,空间,温度,水分含量和树脂固化。材料行为的硬化和软化阶段被考虑并用单独的本构定律处理。考虑到压力机关闭,并阐述了机械,传热和传质模型之间的耦合程序。该模型动态预测了垂直密度分布图的发展。机械,传热和传质模型都通过有限元方法在空间中离散化。隐式二阶向后有限差分方案用于时间离散化。所有计算都是在运动的几何形状上进行的,该几何形状的变形(压缩)是压机关闭时间表的函数。模型结果与实验结果吻合良好。在各种压机关闭时间表下,该模型可提供有关变量的信息,例如密度分布,总气压,空气和蒸气压,温度,水分含量,RH和树脂固化程度。

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