Influences of Rotating Radius and Blade Setting Angle on Rotor Vortex Cooling Flow and Heat Transfer Characteristics[J]. 2017, 51(5): 37-42+148.
DOI:
Influences of Rotating Radius and Blade Setting Angle on Rotor Vortex Cooling Flow and Heat Transfer Characteristics[J]. 2017, 51(5): 37-42+148.DOI: 10.7652/xjtuxb201705006.
Influences of Rotating Radius and Blade Setting Angle on Rotor Vortex Cooling Flow and Heat Transfer Characteristics
A vortex chamber model under rotating conditions is established to study the application of vortex cooling in aircraft engine turbine rotor blades. The flow and heat transfer behaviors of impingement and vortex cooling under static and rotating conditions are compared and analyzed. The effects of rotating radius and blade setting angle on rotor vortex cooling behavior are studied. Results show that the rotation of blade vortex chamber can change the aerodynamic and thermal performance of vortex cooling significantly. Under rotating conditions
the centrifugal and Coriolis forces are generated in the vortex chamber. The centrifugal force pushes cooling air to the shroud direction and enhances cooling air crosswise impact effect
driving the high heat transfer region deviating downstream. The Coriolis force direction is axial upstream or downstream. It will induce axial back flow of cooling air and enhance cooling air mixing. Therefore
the circumferential velocity of injected cooling air is decreased
thus obviously decreasing the heat transfer intensity. Under rotating conditions
the heat transfer intensity of vortex cooling is 27.6% higher than impingement cooling. Compared with static conditions
the heat transfer intensity of impingement cooling and vortex cooling under rotating conditions will decrease by 30.0% and 18.6%
respectively. When the rotating radius of blade vortex chamber increases
the circumferential velocity of cooling air and the target wall's globally averaged Nusselt number will decrease slightly. With the decrease of blade setting angle
the vortex cooling flow field and the globally averaged Nusselt number almost keep unchanged
and the circumferentially averaged Nusselt number distribution turns more nonuniform.
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