Abstract
The focus of the present work is to minimize the secondary flow losses inside a linear turbine cascade by means of a novel design of streamwise dual fence. The leading edge and trailing edge of the fences have been modified so as to reduce the total pressure loss coefficient in the passage. The study has been carried out computationally based on RANS simulations with SST turbulence model. Numerous simulations have been undertaken with single fence and dual fence models and compared with the base case model. The dual fence model with tapered trailing edge exhibits significant loss reduction compared to the base case. A suitable fence height ratio (FHR) has been identified for the dual fence model. The FHR = 2 configuration reduces the secondary flow kinetic energy by 78 % within the blade passage and it reduces the exit angle deviation significantly throughout the span. Detailed flow field analysis has been carried out to understand the physical mechanism behind the loss reduction with dual fence models. It is observed that fence-1 breaks the pressure side leg of the horse shoe vortex at the beginning of their formation itself. The radial penetration of the suction side leg of the horse shoe vortex is restrained by fence-2. These combined effects prevent the formation and mixing of two prominent loss core regions thereby avoiding the accumulation of low energy fluid near the suction side of blade.
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Kiran K. N. completed M-Tech. (Research) in Thermal Engineering from NITK. Currently he is working as Design Engineer at Marmon Foods and Beverages Technologies India Pvt., Ltd., Bangalore.
S. Anish received Ph.D. from the Indian Institute of Technology Madras (IIT Madras). He is currently an Assistant Professor at the National Institute of Technology Karnataka, India. His research interests are fluid dynamics, thermodynamics, and turbomachinery aerodynamics.
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Kiran, K.N., Sushanlal, B. & Anish, S. Computational investigation on secondary flows in a linear turbine cascade with tapered dual fence. J Mech Sci Technol 33, 903–912 (2019). https://doi.org/10.1007/s12206-019-0147-y
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DOI: https://doi.org/10.1007/s12206-019-0147-y