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盐膏层蠕变粘弹性流体模型及有限元分析 被引量:22
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作者 何开平 张良万 +2 位作者 张正禄 张国仿 谢国民 《石油学报》 EI CAS CSCD 北大核心 2002年第3期102-106,共5页
将盐膏层作为线性Maxwell流体 ,建立了平面应变问题的粘弹性力学模型 ,实测了江汉油田王 80 3井不同时段内的井径变化。借助模型辨识理论及运用有限元方法 ,研究了盐膏层蠕变与时间的关系、套管在均匀及非均匀载荷作用下的应力分布、... 将盐膏层作为线性Maxwell流体 ,建立了平面应变问题的粘弹性力学模型 ,实测了江汉油田王 80 3井不同时段内的井径变化。借助模型辨识理论及运用有限元方法 ,研究了盐膏层蠕变与时间的关系、套管在均匀及非均匀载荷作用下的应力分布、套管制造缺陷 (不圆、不匀度 )对套管应力的影响以及水泥环对套管的保护作用等 ,所得结果为工程实际应用提供了定量的参考依据 ,具有很好的推广应用价值。 展开更多
关键词 盐膏层 蠕变粘弹性流体模型 有限元分析 油气井 本构方程 力学模型
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盐膏层蠕变粘弹性流体模型及有限元分析
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作者 谢国民 张良万 《江汉石油科技》 2002年第1期34-37,46,共5页
将盐膏层作为线性Maxwell流体,建立了平面应变问题的粘弹性力学模型,通过实例江汉油田王80-3井不同时段内的井径变化,借助模型辩识理论,运用有限元方法,研究了盐膏层蠕变与时间的关系,套管在均匀、非均匀载荷作用下的应力分布,... 将盐膏层作为线性Maxwell流体,建立了平面应变问题的粘弹性力学模型,通过实例江汉油田王80-3井不同时段内的井径变化,借助模型辩识理论,运用有限元方法,研究了盐膏层蠕变与时间的关系,套管在均匀、非均匀载荷作用下的应力分布,套管制造缺陷(不圆、不均度)对套管应力的影响,水泥环对套管的保护作用等,所得结果为工程实际提供了定量的参考依据,具有很好的推广应用价值。 展开更多
关键词 盐膏层 蠕变粘弹性流体模型 有限元分析 本构方程 套管 石油套管
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淤泥质海床上波浪衰减研究 被引量:2
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作者 周显初 呼和敖德 +1 位作者 李家春 金缪 《力学与实践》 CSCD 北大核心 1992年第4期1-9,共9页
本文是国内外关于波浪在淤泥海床上的衰减研究的综述.介绍了各种模型,包括:粘性流体模型、粘弹性流体模型、多孔弹性体模型、非线性的宾汉流体模型及边带阻尼理论.与实验及野外观察结果进行了比较.评论了各种模型的现状、优缺点及发展趋势.
关键词 淤泥质海床 波浪衰减 粘性流体模型 粘弹性流体模型 多孔弹性模型 宾汉流体模型
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Time Periodic Electroosmotic Flow of The Generalized Maxwell Fluids in a Semicircular Microchannel 被引量:1
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作者 包丽平 菅永军 +3 位作者 长龙 苏洁 张海燕 刘全生 《Communications in Theoretical Physics》 SCIE CAS CSCD 2013年第5期615-622,共8页
Analytical solutions are presented using method of separation of variables for the time periodic electroosmotic flow (EOF) of linear viscoelastic fluids in semicircular microchannel. The linear viscoelastic fluids use... Analytical solutions are presented using method of separation of variables for the time periodic electroosmotic flow (EOF) of linear viscoelastic fluids in semicircular microchannel. The linear viscoelastic fluids used here are described by the general Maxwell model. The solution involves analytically solving the linearized Poisson-Boltzmann (P -B) equation, together with the Cauchy momentum equation and the general Maxwell constitutive equation. By numerical computations, the influences of electric oscillating Reynolds number Re and Deborah number De on velocity amplitude are presented. For small Re, results show that the larger velocity amplitude is confined to the region near the charged wall when De is small. With the increase of the Deborah number De, the velocity far away the charged wall becomes larger for large Deborah number De. However, for larger Re, the oscillating characteristic of the velocity amplitude occurs and becomes significant with the increase of De, especially for larger Deborah number. 展开更多
关键词 time periodic EOF generalized Maxwell fluids semi-circular micro-channel oscillating Reynolds number Deborah number
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Model for mucus transport in the airways due to air motion: Effect of slipperiness
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作者 Dipak Kumar Satpathi Kota Venkata Ratnamt Adepalli Ramu 《International Journal of Biomathematics》 2016年第5期171-183,共13页
In this paper, a circular three-layer flow model is proposed to study mucus transport in the airways due to air motion caused by mild forced expiration or mild coughing. Mucus is represented by four-parameter viscoela... In this paper, a circular three-layer flow model is proposed to study mucus transport in the airways due to air motion caused by mild forced expiration or mild coughing. Mucus is represented by four-parameter viscoelastic fluid, a combination of Maxwell and Voigt elements, whereas air and serous fluid are taken as Newtonian fluids (incompressible). The pressure gradient generated in the fluid layers is assumed to be given by a time- dependent function representing mild forced expiration or mild cough in the airways causing laminar flow. The effect of slip velocity at the mucus-serous interface caused by the presence of surfactant and at the top surface caused by immotile cilia are Mso taken into account. The roles of rheological properties of mucus on its transport are studied. The effect of serous fluid and its viscosity on mucus transport is also considered. 展开更多
关键词 VISCOELASTIC Maxwell fluid MUCUS serous layer SURFACTANT
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