2011
DOI: 10.1002/fld.2590
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Multi‐objective optimization of a rotating cooling channel with staggered pin‐fins for heat transfer augmentation

Abstract: SUMMARYA rotating channel with staggered pin-fins is formulated numerically and optimized for performance (heat transfer/required pumping power) using a Kriging meta-model and hybrid multi-objective evolutionary algorithm. Two design variables related to cooling channel height, pin diameter, and spacing between the pins are selected for optimization, and two-objective functions related to the heat transfer and friction loss are employed. A design of experiment is performed, and 20 designs are generated by Lati… Show more

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Cited by 24 publications
(12 citation statements)
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“…The inlet temperature is 311.15 K and the mass flow rate at the inlet is 5.5625 9 10 -5 kg/s. This mass flow rate is 1/8 of the mass flow rate on Moon et al [14] simulation since they used a domain with seven pins in the spanwise direction. The Turbulence parameters imposed at the inlet of the 8X channel correspond to a turbulence intensity of 15 %.…”
Section: Case Study Amentioning
confidence: 98%
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“…The inlet temperature is 311.15 K and the mass flow rate at the inlet is 5.5625 9 10 -5 kg/s. This mass flow rate is 1/8 of the mass flow rate on Moon et al [14] simulation since they used a domain with seven pins in the spanwise direction. The Turbulence parameters imposed at the inlet of the 8X channel correspond to a turbulence intensity of 15 %.…”
Section: Case Study Amentioning
confidence: 98%
“…The geometry of this model problem is based on the work of Moon et al [14]. The circular pin diameter is D ¼ 6:345 Â 10 À3 m, the plate fin thickness is d ¼ 0:1; D ¼ 0:6345 Â 10 À4 m, the plate fin length is l ¼ D and the channel height is H ¼ 2D ¼ 12:69 Â 10 À3 m. The spacing between pins (or plates) in the streamwise direction is X ¼ 2D ¼ 12:69 Â 10 À3 m. The pin fins and plate fins heights are equal to the channel height H.…”
Section: Case Study Amentioning
confidence: 99%
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“…The multi-objective optimization algorithms require a large number of evaluations of performance functions to obtain global Pareto-optimal solutions in design space. There are several surrogate models which are commonly used for solving engineering problems to cut short the computational time and hasten the design optimization process [16,17,18]. Queipo et al [16] presented the analysis of various surrogate models such as polynomial regression based response surface approximation (RSA), Kriging (KRG) and radial basis function (RBF) applied to liquid rocket injector design.…”
Section: Introductionmentioning
confidence: 99%
“…Bellary and Samad [17] applied PRESS-based weighted average surrogate (PWS) model for centrifugal impeller design and optimization. Moon et al [18] optimized rotating cooling channel with staggered pin fins using numerical method coupled with a surrogate model and genetic algorithm. It was observed that the predicted optimal solutions were in good agreement with the Reynolds averaged Navier-Stokes (RANS) calculated solutions.…”
Section: Introductionmentioning
confidence: 99%