Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow

The turbulent fluid flow and convective heat transfer in counter-rotating disk cavity with central axial air inflow and radial air outflow are numerically studied based on the finite volume method. Efforts are focused upon the influence of the rotation number Rt on the flow structure, cooling perfor...

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Main Authors: Shu-xian Chen, Jing-zhou Zhang
Format: Article
Language:English
Published: SAGE Publishing 2019-10-01
Series:Advances in Mechanical Engineering
Online Access:https://doi.org/10.1177/1687814019881041
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spelling doaj-84018a84098d4e30825d6bf46dca04132020-11-25T03:54:19ZengSAGE PublishingAdvances in Mechanical Engineering1687-81402019-10-011110.1177/1687814019881041Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flowShu-xian Chen0Jing-zhou Zhang1Aviation Engineering Institute, Civil Aviation Flight University of China, Guanghan, ChinaJiangsu Province Key Laboratory of Aerospace Power Systems, Nanjing University of Aeronautics and Astronautics, Nanjing, ChinaThe turbulent fluid flow and convective heat transfer in counter-rotating disk cavity with central axial air inflow and radial air outflow are numerically studied based on the finite volume method. Efforts are focused upon the influence of the rotation number Rt on the flow structure, cooling performance, sealing effect, and surface tangential friction characteristics in the cavity. The stagnation point where the radial outward flow along the upstream disk driven by the rotation force meets the radial outward flow along downstream disk driven by the combination of rotation force and inflow inertial force moves from upstream disk wall to the shroud with increasing Rt . At the Rt far smaller than 1, the fluids in the core region between two disks rotate with the upstream disk like a rigid body, and the tangential velocity of the rotating core decreases with the increase of the disk cavity radius, which is different from the Batchelor-type flow. At the Rt larger than 1, the fluids on the upstream disk side rotate like the Batchelor-type flow, while the sandwich rotation disappears in the fluid on the downstream disk side. The temperature on the upstream disk wall increases and then decreases with increasing values of Rt , and the critical value of Rt for the change of temperature variation is assessed to be at about Rt  = 0.69. The temperature and radial temperature gradient of the downstream disk wall decrease with increasing Rt . With increasing Rt by increasing the disk rotation rate, the pressures near the downstream disk decrease, while the frictional moments on rotating disks increase. Due to the effect of flow structure, the frictional moment on the upstream disk is smaller than that on the downstream disk.https://doi.org/10.1177/1687814019881041
collection DOAJ
language English
format Article
sources DOAJ
author Shu-xian Chen
Jing-zhou Zhang
spellingShingle Shu-xian Chen
Jing-zhou Zhang
Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
Advances in Mechanical Engineering
author_facet Shu-xian Chen
Jing-zhou Zhang
author_sort Shu-xian Chen
title Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
title_short Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
title_full Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
title_fullStr Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
title_full_unstemmed Effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
title_sort effects of the rotation number on flow and heat transfer in contra-rotating disk cavity with superposed flow
publisher SAGE Publishing
series Advances in Mechanical Engineering
issn 1687-8140
publishDate 2019-10-01
description The turbulent fluid flow and convective heat transfer in counter-rotating disk cavity with central axial air inflow and radial air outflow are numerically studied based on the finite volume method. Efforts are focused upon the influence of the rotation number Rt on the flow structure, cooling performance, sealing effect, and surface tangential friction characteristics in the cavity. The stagnation point where the radial outward flow along the upstream disk driven by the rotation force meets the radial outward flow along downstream disk driven by the combination of rotation force and inflow inertial force moves from upstream disk wall to the shroud with increasing Rt . At the Rt far smaller than 1, the fluids in the core region between two disks rotate with the upstream disk like a rigid body, and the tangential velocity of the rotating core decreases with the increase of the disk cavity radius, which is different from the Batchelor-type flow. At the Rt larger than 1, the fluids on the upstream disk side rotate like the Batchelor-type flow, while the sandwich rotation disappears in the fluid on the downstream disk side. The temperature on the upstream disk wall increases and then decreases with increasing values of Rt , and the critical value of Rt for the change of temperature variation is assessed to be at about Rt  = 0.69. The temperature and radial temperature gradient of the downstream disk wall decrease with increasing Rt . With increasing Rt by increasing the disk rotation rate, the pressures near the downstream disk decrease, while the frictional moments on rotating disks increase. Due to the effect of flow structure, the frictional moment on the upstream disk is smaller than that on the downstream disk.
url https://doi.org/10.1177/1687814019881041
work_keys_str_mv AT shuxianchen effectsoftherotationnumberonflowandheattransferincontrarotatingdiskcavitywithsuperposedflow
AT jingzhouzhang effectsoftherotationnumberonflowandheattransferincontrarotatingdiskcavitywithsuperposedflow
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