蠕变参数对粘弹性管道中瞬态流压力波动的敏感性

Qiang Sun, Xu Wang, Yuebin Wu, Ying Xu, Zhihao Wang
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引用次数: 0

摘要

逐步法是校准粘弹性管道中瞬态流动的有效方法之一。然而,目前还缺乏对延迟时间和蠕变顺应性校准方法的全面研究。因此,在双元素 Kelvin-Voigt 模型的情况下,研究了存在相互作用时蠕变参数的数量级对瞬态流压力阻尼和相位的敏感性。此外,还提出了粘弹性管道瞬态流参数校准分步法中延迟时间和蠕变顺应性的校准方法。结果表明,当所选延迟时间大于 10-1 数量级时,蠕变顺应性不会影响压力波动的相位。对于第一个 Kelvin-Voigt 元件,当延迟时间的数量级超过 10-2 时,蠕变顺应性的增加会导致压力波动阻尼程度的增加。当延迟时间的数量级小于 10-2 时,规则则相反。对于第二个开尔文-伏依格特元件,蠕变顺应性的增加会导致瞬态流动压力波动阻尼程度的增加,而与延缓时间无关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sensitivity of creep parameters to pressure fluctuation of transient flow in viscoelastic pipes
A stepwise method is one of the efficient approaches in the calibration of transient flow in viscoelastic pipes. However, there is the lack of comprehensive research on the calibration method for retarded time and creep compliance. Therefore, the sensitivity of the order of magnitude of the creep parameters in the presence of interactions to transient flow pressure damping and phase in the case of the two-element Kelvin–Voigt model is investigated. Also, the calibration methods of retarded time and creep compliance in the stepwise method of transient flow parameter calibration for viscoelastic pipes are proposed. The results indicate that the creep compliances do not affect the phase of the pressure fluctuations when the selected retarded times are greater than the order of magnitude 10−1. For the first Kelvin–Voigt element, when the order of magnitude of the retarded time exceeds 10−2, an increase in creep compliance results in an increase in the degree of damping of pressure fluctuations. When the order of magnitude of the retarded time is less than 10−2, the rule is reversed. For the second Kelvin–Voigt element, an increase in creep compliance results in an increase in the degree of damping of transient flow pressure fluctuations independent of the retarded time.
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