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Assessment of pseudo-plastic and dilatant materials flow in channel driven cavity: application of metallurgical processes

机译:孔径驱动腔中伪塑料和膨胀材料流动评估:冶金工艺的应用

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Non-Newtonian fluid rheology representing the properties of pseudoplastic and dilatant materials has received overwhelming attention due to extensive applications in industrial and technological sectors like in metallurgical processes, shock absorbing materials, smart structures, and devices with adaptive stiffness, damping, emulsions, suspensions and so forth. Thus, in current communication characteristics of power law fluid elucidating attributes of pseudoplastic and dilatant materials in channel driven cavity is addressed. Finite element method (FEM) is implemented to interpret rheological features of power law fluid by varying flow controlling parameters. Discretization of domain at coarse level is performed by using stable first and second order polynomial (P2?P1) shape functions. Square shaped cylinder is placed at (1, 1.5) above the cavity. Hydrodynamics forces like pressure difference drag and lift variations are measured at outer surface of cylinder. The impact of primitive parameters like power law index (n) and Reynold number on velocity, pressure and viscosity for shear thinning and thickening cases is adorned. It is deduced that pressure difference increased against the variation in power law index. In similar way the impact of drag and lift forces mounts by increasing power law index. Reynold number has delineating impact on drag and lift forces near the obstacle. It is also seen that pressure shows optimized non-linear behavior near the obstacle and becomes linear along the downstream as expected in channel flow. It is divulged that pressure drops more rapidly for increasing magnitude of Reynold number. Velocity of fluid increases when power law fluid flow is behaving as shear thinning fluid in comparison to shear thickening case.
机译:代表假塑料和稀释剂材料性能的非牛顿流体流变学,由于工业和技术领域的广泛应用,冶金工艺,减震材料,智能结构以及具有自适应刚度,阻尼,乳液,悬浮液和依此类推。因此,在寻址沟道驱动腔中的功率法流体的当前通信特性,阐明了沟道驱动腔中的假塑料和膨胀材料的属性。实施有限元方法(FEM)以通过不同的流量控制参数来解释动力法流体的流变特征。通过使用稳定的第一和二阶多项式(P2×P1)形状函数来执行粗级的域的离散化。方形气缸放置在腔体上方(1,1.5)。在圆柱的外表面上测量等压力差阻力和提升变化的流体动力学力。原始参数等电力法指数(n)和雷诺数的影响,植入速度,压力和粘性粘度和增厚壳体的速度。推导出压力差异增加了对电力法指数的变化。以类似的方式通过增加电力法指数,牵伸力架的影响。 Reynold Number对障碍物附近的阻力和举起力量划定了影响。还可以看出,压力显示障碍物附近的优化非线性行为,并且在通道流动中沿着下游沿着下游线性。它被泄露,压力更快地降低雷诺数的数量。与剪切增厚箱相比,当电力法流体流动作为剪切变薄流体时,流体的速度增加。

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