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Some interrelated thermophysical properties of liquid water and ice. I. A user-friendly modeling review for food high-pressure processing

机译:液态水和冰的一些相互关联的热物理性质。 I.用于食品高压加工的用户友好模型审查

摘要

A bibliographic search yielded a set of empirical equations that constitute an easy method for the calculation of some thermophysical properties of both liquid water and ice I, properties that are involved in the modeling of thermal processes in the high-pressure domain, as required in the design of new high-pressure food processes. These properties, closely interrelated in their physical derivation and experimental measurement, are specific volume, specific isobaric heat capacity, thermal expansion coefficient, and isothermal compressibility coefficient. Where no single equation was found, an alternative method for calculation is proposed. Keeping in mind the intended applications and considering the availability of both experimental data and empirical equations, the limits for the set of equations where set in -40 to 120°C and 0 to 500 MPa for liquid water and -30 to 0°C and 0 to 210 MPa for ice I. The equations and methods selected for each property are described and their results analyzed. Their good agreement with many existing experimental data is discussed. In addition, the routines implemented for the calculation of these properties after the described equations are made available in the public domain.
机译:书目搜索产生了一组经验方程,构成了一种简单的方法来计算液态水和冰I的一些热物理性质,这些性质涉及高压领域热过程的建模,如设计新的高压食品工艺。这些性质在物理推导和实验测量中紧密相关,分别是比容,比重等容热容,热膨胀系数和等温压缩系数。在找不到单个方程的情况下,提出了另一种计算方法。牢记预期的应用并考虑实验数据和经验方程式的可用性,方程式组的极限值分别在-40至120°C和0至500 MPa的液态水和-30至0°C和对于冰I在0到210 MPa之间。描述了为每种属性选择的方程式和方法,并对结果进行了分析。讨论了它们与许多现有实验数据的良好一致性。另外,在公共领域中可以使用在描述的等式之后为计算这些特性而实现的例程。

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