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“The sole aim of any design optimization technique is price and performance. In case of fins the optimization of price is concerned with minimum material requirement with improved temperature drop in terms of performance“. In analytical or conventional optimization techniques, involved design parameters are related to each other in mathematical model, in form of ordinary/partial differential equation. If the design variables are such that they cannot be related mathematically then a mathematical model cannot be prepared and none of the classical design optimization techniques can be applied for solving the problem but Taguchi technique can account for such case. The application of mathematical optimization technique in case of fins involving parameters such as surface finish, effect of duct, bending, etc will be difficult to relate with the fins performance in a mathematical model. Over coming to this major limitation of classical techniques Taguchi method does not only account such variables but also provide robust optimization. Advantageously the method provides percent contribution of each variable/parameter for optimization of objective function.
Yash Mehta. 2012. \u201cRobust Optimization of Fins by Taguchi Technique\u201d. Global Journal of Research in Engineering - A : Mechanical & Mechanics GJRE-A Volume 12 (GJRE Volume 12 Issue A3): .
Crossref Journal DOI 10.17406/gjre
Print ISSN 0975-5861
e-ISSN 2249-4596
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Total Score: 109
Country: India
Subject: Global Journal of Research in Engineering - A : Mechanical & Mechanics
Authors: Yash Mehta, Vimlesh Patel, Ms Priyanka Pathak, Dr. S.K. Dhagat (PhD/Dr. count: 1)
View Count (all-time): 215
Total Views (Real + Logic): 5343
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Publish Date: 2012 06, Sat
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“The sole aim of any design optimization technique is price and performance. In case of fins the optimization of price is concerned with minimum material requirement with improved temperature drop in terms of performance“. In analytical or conventional optimization techniques, involved design parameters are related to each other in mathematical model, in form of ordinary/partial differential equation. If the design variables are such that they cannot be related mathematically then a mathematical model cannot be prepared and none of the classical design optimization techniques can be applied for solving the problem but Taguchi technique can account for such case. The application of mathematical optimization technique in case of fins involving parameters such as surface finish, effect of duct, bending, etc will be difficult to relate with the fins performance in a mathematical model. Over coming to this major limitation of classical techniques Taguchi method does not only account such variables but also provide robust optimization. Advantageously the method provides percent contribution of each variable/parameter for optimization of objective function.
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