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On the accuracy of Lagrangian point-mass models for heavy non-spherical particles in isotropic turbulence

机译:各向同性湍流中重质非球形粒子拉格朗日点质量模型的精度

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The interaction of isotropic turbulence with heavy particles, the size of which is on the order of the smallest turbulent eddies, is considered. Although this case is relevant to pulverized coal and biomass combustion, there is an apparent lack of reliable numerical models for the particle dynamics and the response of the turbulent flow field. By conducting particle resolving direct numerical simulations, we generate accurate results for the dynamics of spherical and non-spherical particles and the associated turbulence modulation effects. Subsequently, we verify the,ability of two different two-way coupled Lagrangian models, one derived for spherical and one for ellipsoidal particles, to reproduce the reference results. It is found that the velocities of prolate ellipsoids are significantly reduced compared to spherical particles of the same volume. This behavior is captured by neither of the Lagrangian models since the spherical model does not account for the particle shape and the ellipsoidal model does not account for particle inertia. Additionally, the spectra of fluid kinetic energy indicate that the models fail to resolve the interaction in the high wave number regime, i.e., the interaction of the particle boundary layers and wakes with the smallest flow scales. This is reflected by the vast underprediction of the overall viscous dissipation by both models. As a consequence, the attenuation of kinetic energy contained in large-scale flow structures is underpredicted by the Lagrangian models. In summary, for the slightly non-spherical particles, accounting for inertia effects appears to be more important than inclusion of non-spherical effects for the kinetic energy balance of both phases. However, the ellipsoidal particle model reproduces the preferential alignment of the non-spherical particles within the turbulent flow which becomes more important in highly anisotropic turbulent flows such as in industrial furnaces. (C) 2016 Elsevier Ltd. All rights reserved.
机译:考虑了各向同性湍流与重粒子的相互作用,重粒子的大小在最小湍流涡流的数量级上。尽管这种情况与煤粉和生物质的燃烧有关,但显然缺乏可靠的数值模型来进行颗粒动力学和湍流场的响应。通过进行粒子解析直接数值模拟,我们为球形和非球形粒子的动力学以及相关的湍流调制效果生成了准确的结果。随后,我们验证了两个不同的双向耦合拉格朗日模型的能力,其中一个是球形的,另一个是椭圆形的,以重现参考结果。发现与相同体积的球形颗粒相比,扁长椭球的速度明显降低。由于球形模型不考虑粒子形状,而椭圆模型不考虑粒子惯性,因此这两个拉格朗日模型均无法捕获此行为。另外,流体动能的光谱表明,该模型不能解决高波数状态下的相互作用,即,颗粒边界层和具有最小流量尺度的尾流的相互作用。两种模型对整体粘性耗散的严重低估反映了这一点。结果,拉格朗日模型无法预测大型流动结构中包含的动能衰减。总之,对于稍为非球形的粒子,考虑惯性效应似乎比为两个相的动能平衡引入非球形效应更为重要。然而,椭球形颗粒模型再现了湍流中非球形颗粒的优先排列,这在诸如工业炉的高度各向异性湍流中变得更加重要。 (C)2016 Elsevier Ltd.保留所有权利。

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