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Sizing relief valves for real gas or vapour: An appraisal of relief valve discharge area sizing methods for gas or vapour

机译:用于真实气体或蒸气的尺寸释放阀:对气体或蒸气的释放阀放电区域施胶方法进行评估

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At pressures and temperatures close to the critical regions,most gases or vapours generally do not behave like an ideal gas.The compressibility factor,Z,is reportedly a typical indicator of deviation from the ideal gas behaviour.Relief valve discharge area sizing methods derived from ideal gas assumptions could result in significant under-sizing of relief valves in gas or vapour services close to the critical regions.API 520 Part I states that the gas or vapour may be in these regions if the associated Z is less than approximately 0.8 or more than approximately 1.1,and three relief valve discharge area sizing methods for gas or vapour in these regions are described-isentropic expansion coefficient,Omega Leung method,and direct integration.These methods require a set of thermodynamic property data and may not lead to identical discharge areas.The required property data can be conveniently generated from commercial process simulation programs,but the generated data could vary depending on the selected property package available in the program.Moreover,the three sizing methods stated by API may not result in the same relief discharge areas for a given relief case.This article discusses three examples of relief valve discharge area sizing cases using the ideal and real gas isentropic expansion coefficients and compares the results with those calculated by the direct integration methods.Additionally,the variation in the areas calculated from using different property packages is also presented.
机译:在临界区域接近的压力和温度下,大多数气体或蒸汽通常不会表现出理想的气体。据报道,可压缩因子Z,Z的典型指标与理想的气体行为的偏差。推出阀排放区域施胶方法均尺寸理想的气体假设可能导致靠近临界区域的气体或蒸汽服务中的浮雕阀的显着尺寸。如果相关的z小于约0.8或更多,则我指出气体或蒸汽可以在这些区域中。这些区域中的气体或蒸汽的三个释放阀放电区域尺寸尺寸尺寸缩小系数,ωLeung方法和直接整合。这些方法需要一组热力学性质数据,可能不会导致相同的放电区域。可以从商业流程仿真程序方便地生成所需的属性数据,但生成的数据可能因o而异n在程序中提供的所选属性包。OROVER,API规定的三种尺寸方法可能不会导致给定的救济案件的相同的浮雕放电区域。本文讨论了使用理想和理想的释放阀放电区域尺寸尺寸尺寸的示例真正的气体等熵膨胀系数并将结果与​​通过直接积分方法计算的结果进行比较。加法,也提出了使用不同性质包计算的区域的变化。

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