轴流压气机转子尖区三维紊流特性

用三维激光多普勒测速系统测量研究了低速大尺寸单级压气机设计状态转子内尖区三维紊流流场．结果表明,设计状态下叶尖泄漏涡是造成压气机转子尖部素流脉动的主要因素,其造成的高素流区沿流向逐渐扩大,并缓慢向通道中部和低叶高方向移动,紊流强度值随旋涡的增强而增大．在泄漏涡影响区域中,径向脉动水平最高,轴向和切向脉动水平相近,三个剪切应力中,轴向一径向最大,切向一径向次之,轴向一切向最小．在叶片通道后段,泄漏涡发生破裂,导致更强、更大范围的紊流脉动,剪切应力中切向-径向应力较高．在叶尖吸力面角区后半部的角涡,紊流强度大,剪切应力也大,尤其是切向-径向剪切应力．     

下降管中稠密两相湍流的数值模拟

本文将统一二阶矩两相湍流模型和颗粒动力学理论结合,推导并封闭了稠密两相流考虑颗粒间碰撞的统一二阶矩两相湍流模型。该模型用颗粒动力学理论模拟颗粒之间的碰撞,用各向异性的统一二阶矩模型考虑气相和颗粒相的湍流脉动,并用输运方程描述气固两相湍流之间的相互作用。最后用该模型对下降管中的气粒两相流动进行了模拟,模拟所得的沿径向颗粒浓度分布和速度分布与实验吻合较好,预报结果也反应出了颗粒雷诺应力的各向异性。     

R134a闪蒸喷雾液滴动力学特征实验研究

闪蒸喷雾是典型的气液两相流动,在能源、化工、航天、医疗生物和食品生产等领域中应用非常广泛,对闪蒸喷雾形成的气液两相流中液滴粒径与速度的分布规律进行研究具有重要意义。本文搭建了闪蒸喷雾实验台,以R134a制冷剂为闪蒸喷雾工质,通过特定喷嘴形成闪蒸喷雾气液两相流。应用PDPA对闪蒸喷雾液滴直径和速度沿喷雾轴向方向和径向方向进行系统测量,拟合出了液滴轴向和径向无量纲速度沿径向无量纲距离变化的经验关联式。     

突扩湍流气粒流动两相脉动速度关联和颗粒速度概率密度分布的实验研究

本文用PDPA对突扩气粒两相流动中的两相脉动速度关联进行了测量,得到了30和50微米颗粒的两相脉动速度关联,其空间分布和气体及颗粒的雷诺应力分布一致．同时发现,气粒两相速度概率密度分布并不都是高斯分布。     

回流扩散燃烧火焰湍流结构特性的PIV测量

利用粒子图像速度场测量(PIV)技术对不同燃空速度比下的钝体回流扩散燃烧流场进行了测量,考察不同火焰的湍流结构特性.结果表明,流场中轴向脉动速度沿钝体中心轴线成对称分布,轴向脉动速度最大值出现在钝体中心轴线处,流场切向雷诺应力以饨体轴线呈中心对称,在中心轴线处切向雷诺应力值为0,随燃空速度比的增大,轴向脉动速度和切向雷诺应力不断增大,随着与钝体表面的距离增加,流场截面上最大轴向脉动速度不断减小,最大切向雷诺应力先增大,后减小.     

气泡-液体多股射流二阶矩两相湍流模型的模拟

本文采用二阶矩两相湍流模型模拟了气泡－液体闭式多股射流。研究结果显示出预报的两相速度、雷诺应力和气泡体积分数分布的合理性，以及在速度较高和剪切较强的情况下，气泡湍流脉动仍然大于液体湍流脉动，气泡增强液体湍流，气液两相湍流脉动均存在各向异性，而且气泡脉动的各向异性比液体脉动的大等规律。     

湍动流化床内气固两相流动特性的数值模拟

采用欧拉-欧拉双流体模型,颗粒动理学方法模拟颗粒脉动流动和κ-ε双方程模型模拟气相湍流流动,考虑气固两相间耦合作用,数值模拟湍动流化床内气固两相流动行为,获得颗粒浓度和颗粒速度分布.计算结果表明湍动流化床呈现下部密相区、上部稀相区的颗粒分布特性.在密相区,沿床径向方向颗粒浓度在床中心处低、壁面逐渐增高;在稀相区颗粒浓度分布较均匀.沿轴向方向颗粒浓度呈底部浓度高、顶部浓度低的"S"型分布.     

黏弹性流体泡状流混合层流动的PIV实验研究

本文对注入气泡的黏弹性流体气液两相泡状流混合层流动进行实验研究,含气率为0.5%。与纯水气液两相流相似,气泡的注入也会削弱黏弹性流体中的涡结构,影响大涡的卷起。雷诺应力与涡量的分布规律类似,其峰值集中在混合层中心区域。注入气泡使混合层中心区域内的雷诺应力增大,峰值区域范围减小,添加聚合物的混合层中的雷诺应力峰值增大得更多。对涡量而言,注入气泡使峰值产生非常明显的减小,黏弹性流体的涡量所受的影响比纯水的要小。     

旋流泵内部盐析两相流速度场的PDPA实验

以旋流式模型泵内部氯化钠盐析两相流场为研究对象,采用相位多普勒粒子测速仪(PDPA)对该泵在最优工况下的两相速度场进行了测量,给出各相在无叶腔及叶轮内部的三维速度及其对应的脉动速度分布曲线.通过对两相的周向速度、轴向速度及径向速度分布情况的分析,揭示了该型泵内盐析两相流速度场的分布特征.泵内同时存在循环流与贯通流,是强制涡旋和自由涡旋的叠加,与前人提出的流动模型相符;在叶轮进口处,液流已有强力预旋;随着半径增大,两相的周向和轴向速度呈现先增大后减小趋势,而径向速度先减小后增大,对应的脉动速度变化趋势则相反;泵内两相速度及脉动速度有滑移,但差异总体上并不显著.本文的研究有助于进一步认识盐析与流动的关系.     

分级进风燃烧室内高温气固两相流动的PDA测量

本文建立了分级进风燃烧室高温气固两相流动的实验装置。利用三维激光粒子动态分析仪(PDA),测量了燃烧室内有气相燃烧的高温气固流动的两相瞬时速度场。得到了平均轴向与切向速度、轴向与切向脉动速度均方根值和轴向-切向脉动速度关联量的分布。     

VELOCITY DISTRIBUTION AND TURBULENCE STRUCTURE OF FULLY DEVELOPED FLOW IN A CURVED TUBE

Turbulent structures in a curved circular tube were measured for three values of the curve radius to the tube radius ratio, R. Distributions of turbulent energy and axial and radial velocities are obtained in a fully developed flow region by a hot wire anemometer. Turbulent energy and Reynolds stress, become maximum in the core region, where turbulence generation becomes maximum. When R is small, turbulent generation does not balance with turbulent energy dissipation, due to a convective effect induced by secondary flow. Experimental results for Reynolds stress and turbulent energy are compared with theoretical results. Due to the secondary flow effect, for small R value flow, the ratio of these two values was not uniform in the core region.     

Rotation effect on near-wall turbulence statistics and flow structures

Turbulent flow in an axially rotating pipe, involving complicated physical mecha- nism of turbulence, is a typical problem for the study of rotating turbulent flow. The pipe rotation induces two effects on the flow. One is the stabilizing effect due to the centrifu- gal and Coriolis forces, which accounts for the relaminarization of the turbulence[1—3] and the reduction of the friction coefficient at the pipe wall. The behavior is also related to the wall streaks inclining to the azimuthal di…     

Turbulence of incompressible liquid flow near local equilibrium and the principle of secondary maximum of entropy

The variational principle of maximum entropy is used to describe the dynamics of weakly nonequilibrium turbulence using the theory of Reynolds stresses for viscous incompressible liquid flow. From this principle, equations closing the theory of Reynolds stresses and also equations describing mean flow-turbulence interaction for 3D turbulent flows are derived. The theory is reduced to 2D flows and weak turbulence. Thermodynamic analogues and an example of Couette flow are considered.     

Self-regulation of E x B flow shear via plasma turbulence

The momentum balance has been applied to the ExB flow in the edge region of a reversed field pinch (RFP) configuration. All terms, including those involving fluctuations, have been measured in stationary condition in the edge region of the Extrap-T2R RFP experiment. It is found that the component of the Reynolds stress driven by electrostatic fluctuations is the term playing the major role in driving the shear of the ExB flow to a value marginal for turbulent suppression, so that the results are in favor of a turbulence self-regulating mechanism underlying the momentum balance at the edge. Balancing the sheared flow driving and damping terms, the plasma viscosity is found anomalous and consistent with the diffusivity due to electrostatic turbulence.     

A fully discrete,kinetic energy consistent finite-volume scheme for compressible flows

A robust, implicit, low-dissipation method suitable for LES/DNS of compressible turbulent flows is discussed. The scheme is designed such that the discrete flux of kinetic energy and its rate of change are consistent with those predicted by the momentum and continuity equations. The resulting spatial fluxes are similar to those derived using the so-called skew-symmetric formulation of the convective terms. Enforcing consistency for the time derivative results in a novel density weighted Crank–Nicolson type scheme. The method is stable without the addition of any explicit dissipation terms at very high Reynolds numbers for flows without shocks. Shock capturing is achieved by switching on a dissipative flux term which tends to zero in smooth regions of the flow. Numerical examples include a one-dimensional shock tube problem, the Taylor–Green problem, simulations of isotropic turbulence, hypersonic flow over a double-cone geometry, and compressible turbulent channel flow.     

超声速湍流边界层湍流统计与湍流结构分析

可压缩边界层转捩问题与湍流问题一直是制约高超声速飞行器发展的关键基础问题,也是近年来流体力学领域研究的热点问题.采用直接数值模拟方法,获得了空间发展的Ma=2.25超声速湍流边界层流场,通过对湍流边界层的发展状态进行评估,得出有效的Reynolds数Re_θ范围约为2 600~4 600.对壁面摩阻系数开展了分解,获得了各分量的占比,对充分发展的湍流边界层进行1阶和高阶统计分析,包括形状因子、壁面律、平坦因子与偏斜因子、Reynolds应力、脉动涡量等,得到了剪切Reynolds数与动量Reynolds数之间的关系式,分析了湍流边界层壁面律的分层特性,发现湍流的间歇特性主要分布在y+ < 30的区域,并且法向速度脉动的间歇性远高于另外两者,3个方向上的Reynolds应力分布和涡量分布都存在较大差异.通过两点相关性分析和Lagrange涡结构,对近壁区湍流结构进行了分析,包括流向平面和展向平面,发现流向脉动速度的相关区域流向尺度较长,呈现狭长的特性,并且流向平面的相关系数与壁面存在一定的夹角;而在边界层外层,流向速度脉动相关区域的流向尺度变短而展向尺度增加,呈现宽胖型.研究结果进一步加深了对超声速湍流边界层的认识,为下一步湍流边界层的流动控制奠定了基础.      

Turbulence regeneration in pipe flow at moderate Reynolds numbers

We present the results of an experimental investigation into the nature and structure of turbulent pipe flow at moderate Reynolds numbers. A turbulence regeneration mechanism is identified which sustains a symmetric traveling wave within the flow. The periodicity of the mechanism allows comparison to the wavelength of numerically observed exact traveling wave solutions and close agreement is found. The advection speed of the upstream turbulence laminar interface in the experimental flow is observed to form a lower bound on the phase velocities of the exact traveling wave solutions. Overall our observations suggest that the dynamics of the turbulent flow at moderate Reynolds numbers are governed by unstable nonlinear traveling waves.     

Reynolds stress models applied to canonical shock-turbulence interaction

Shock waves in high-speed flows can drastically alter the nature of Reynolds stresses in a turbulent flow. We study the canonical interaction of homogeneous isotropic turbulence passing through a normal shock, where the shock wave generates significant anisotropy of Reynolds stresses. Existing Reynolds stress models are applied to this canonical problem to predict the amplification of the stream-wise and transverse normal Reynolds stresses across the shock wave. In particular, the efficacy of the different models for the rapid pressure–strain correlation is evaluated by comparing the results with available direct numerical simulation (DNS) data. The model predictions are found to be grossly inaccurate, especially at high-Mach numbers. We propose physics-based improvement to the Reynolds stress-transport equation in the form of shock-unsteadiness effect and enstrophy amplification for turbulent dissipation rate . The resulting model is found to capture the essential physics of Reynolds stress amplification, and match DNS data for a range of Mach numbers. Numerical error encountered at shock waves are also analysed and the model equations are cast in conservative form to obtain physically consistent results with successive grid refinement. Finally, the proposed model for canonical shock-turbulence interaction is generalised to multi-dimensional flows with shock of arbitrary orientation.