共查询到18条相似文献,搜索用时 171 毫秒
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文章针对定常可压缩泡状流中回转体的空化绕流进行了数值模拟,在给定来流速度和环境压力的条件下,对不同含气率下的空化与激波的相互作用进行了研究。首先,对含气率为0的情形进行计算并同试验数据进行对比,证明所采用的计算模型是可信的。其次,改变流场含气率从0至0.5进行计算,结果表明,随着含气率的增大,流场的可压缩性随之增强,体现为数值模拟得到了回转体绕流流场的3种波系,包括回转体头部处的脱体激波、分离面处的膨胀波和空泡尾端的斜激波。而空化与激波的相互作用则体现为:头激波削弱了空化效应,使得空化区域减小;由于空泡外形的影响,使得空泡尾端出现了斜激波;含气率超过一定值,空泡已经无法闭合在物面上,而是闭合在空泡尾端的激波面上,体现为空泡尾端壁面逆压梯度趋于平缓。计算结果揭示了泡状流中空化与激波相互作用的新的物理现象。 相似文献
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Level set方法在空化流动计算中的应用 总被引:2,自引:0,他引:2
文章将Level set方法应用于自然空化与通气空化流动计算中,通过耦合入相间的质量传输方程,建立了一个用于描述气、汽、液多相空化流动的数值模拟方法,分别对绕圆头回转体和Clark-Y型水翼的自然空化流动和绕圆盘的通气空化流动进行了数值模拟研究,并与实验结果进行了对比,研究结果表明:相较常用的多相流模型(mixture model),Lev-el set方法通过时间和空间上的压缩离散方案,减小了相间界面的扩散,准确地捕捉到了相间的界面,可以有效地运用于空化多相流动。 相似文献
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文章在均质平衡多相流模型的基础上耦合输运方程型空化模型,通过求解混合介质的RANS方程、RNG k-ε湍流输运方程以及各相的质量输运方程,采用通用CFD软件—FLUENT数值模拟了水洞中带圆盘空化器航行体模型的定常通气空泡流动,研究了圆形截面闭式空泡水洞中洞壁效应对通气空化数和压力场的影响。得到的阻塞空化数线性正比于圆盘水洞直径比,且与三维圆盘自然空泡流的势流近似解基本一致,分析了洞壁效应作用下空化流场内的压力分布特点,并根据计算结果拟合了一定适用条件下通气空泡长度、最大直径和模型阻力系数的近似公式。 相似文献
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基于相分数输运方程型的均质平衡流空化模型,采用有限体积法研制了大型空泡流计算程序,对大攻角下运行的水下航行体三维空泡流进行了数值模拟,并与实验结果进行了对比.首次将非线性涡粘湍流模式与基于Rayleigh-Pies-set方程的TEM型空化模型相结合,建立了自然空泡流的数学模型.采用基于SIMPLE的压力-速度-密度耦合修正算法、二阶精度三时间层格式以及基于延迟修正的高阶对流TVD格式.计算模拟了0.2~0.6空化数、4°~20°攻角的不同工况,得到的三维空泡形状及压力分布与实验结果相符.研究了大攻角下航行体周向上的空泡形态分布特征,给出了多种空泡尺度和升阻系数与空化数和攻角之间的关系.通过定量分析发现,空泡的不对称性导致航行体某些部位受力集中,表明高速带空泡运动的航行体在大攻角运动中其结构将受到巨大的水动力载荷.计算还发现,大攻角下的阻力系数与空化数之间的关系和零攻角条件下刚好相反,并根据空泡的不对称性从形状阻力与粘性阻力的关系上对这种现象作出了解释. 相似文献
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应用气泡动力学方程和气泡运动微分方程研究了螺旋桨梢涡空泡的初生问题,并根据简化Reyleigh-Plesset方程推导了不同尺度模型空化初生空泡数换算公式,建立了空化初生尺度换算模型,研究了螺旋桨梢涡空泡初生尺度效应问题。螺旋桨梢涡流场应用RANS方法求解,湍流模型为经过旋转和曲率修正的代数雷诺应力模型(EARSM-CC)。计算结果表明,文中建立的数值方法能够准确预报出螺旋桨梢涡流场分布;螺旋桨梢涡空泡初生空泡数计算结果高于试验观察值;应用文中建立的空化初生尺度换算模型得到的结果与数值模拟结果基本吻合,而且其结果偏于安全。 相似文献
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二维水翼型空化流的数值计算(英文) 总被引:2,自引:0,他引:2
In order to predict the effects of cavitation on a hydrofoil, the state equations of the cavitation model were combined with
a linear viscous turbulent method for mixed fluids in the computational fluid dynamics (CFD) software FLUENT to simulate steady
cavitating flow. At a fixed attack angle, pressure distributions and volume fractions of vapor at different cavitation numbers
were simulated, and the results on foil sections agreed well with experimental data. In addition, at the various cavitation
numbers, the vapor fractions at different attack angles were also predicted. The vapor region moved towards the front of the
airfoil and the length of the cavity grew with increased attack angle. The results show that this method of applying FLUENT
to simulate cavitation is reliable. 相似文献
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针对船舶柴油机喷油泵柱塞螺旋槽上方壁面的穴蚀现象,建立了喷油泵柱塞与套筒模型,利用FLUENT软件对喷油泵内流场进行数值仿真计算,重点研究局部低压区、湍流涡团以及气泡析出、成长和溃灭过程。研究结果表明,柱塞螺旋槽与套筒回油孔构成的重叠开口的大小和形状对燃油流场具有决定性影响,产生低压区和湍流,生成的气泡溃灭时对柱塞螺旋槽上方壁面和回油孔内壁产生机械冲击,造成穴蚀。 相似文献
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采用三维CFD软件,以G4135直喷式柴油机为对象,运用多维燃烧模型,对缸内燃烧过程进行数值模拟。计算了不同曲轴转角下的气体速度、压力、温度、氧气浓度和碳烟浓度等,计算所得数据与相关文献相吻合。结果表明FLUENT所提供的燃烧模型可以作为预测柴油机缸内燃烧的一种有效手段,并为进一步研究同类型柴油机的燃烧性能提供了依据。 相似文献
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In the present study, a new approach is applied to the cavity prediction for two-dimensional(2D) hydrofoils by the potential based boundary element method(BEM). The boundary element method is treated with the source and doublet distributions on the panel surface and cavity surface by the use of the Dirichlet type boundary conditions. An iterative solution approach is used to determine the cavity shape on partially cavitating hydrofoils. In the case of a specified cavitation number and cavity length, the iterative solution method proceeds by addition or subtraction of a displacement thickness on the cavity surface of the hydrofoil. The appropriate cavity shape is obtained by the dynamic boundary condition of the cavity surface and the kinematic boundary condition of the whole foil surface including the cavity. For a given cavitation number the cavity length of the 2D hydrofoil is determined according to the minimum error criterion among different cavity lengths, which satisfies the dynamic boundary condition on the cavity surface. The NACA 16006, NACA 16012 and NACA 16015 hydrofoil sections are investigated for two angles of attack. The results are compared with other potential based boundary element codes, the PCPAN and a commercial CFD code(FLUENT). Consequently, it has been shown that the results obtained from the two dimensional approach are consistent with those obtained from the others. 相似文献
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In the present study, a new approach is applied to the cavity prediction for two-dimensional (2D) hydrofoils by the potential based boundary element method (BEM). The boundary element method is treated with the source and doublet distributions on the panel surface and cavity surface by usethe of the Dirichlet type boundary conditions. An iterative solution approach is used to determine the cavity shape on partially cavitating hydrofoils. In the case of a specified cavitation number and cavity length, the iterative solution method proceeds by addition or subtraction of a displacement thickness on the cavity surface of the hydrofoil. The appropriate cavity shape is obtained by the dynamic boundary condition of the cavity surface and the kinematic boundary condition of the whole foil surface including the cavity. For a given cavitation number the cavity length of the 2D hydrofoil is determined according to the minimum error criterion among different cavity lengths, which satisfies the dynamic boundary condition on the cavity surface. The NACA 16006, NACA 16012 and NACA 16015 hydrofoil sections are investigated for two angles of attack. The results are compared with other potential based boundary element codes, the PCPAN and a commercial CFD code (FLUENT). Consequently, it has been shown that the results obtained from the two dimensional approach are consistent with those obtained from the others. 相似文献