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Numerical Heat Transfer, Part A: Applications
An International Journal of Computation and Methodology
Volume 43, 2003 - Issue 2
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Original Articles

AN INVERSE DESIGN PROBLEM IN DETERMINING THE OPTIMUM SHAPE OF SPINE AND LONGITUDINAL FINS

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Pages 155-177 | Published online: 30 Nov 2010

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Read on this site (10)

Cheng-Hung Huang & Yi-Tsan Chen. (2021) An inverse shape design problem in determining the optimal snowflake-shaped fins. Inverse Problems in Science and Engineering 29:6, pages 805-830.
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Bo Yu, Huan-Lin Zhou, Qiang Gao & Jun Yan. (2016) Geometry boundary identification of the furnace inner wall by BEM without iteration. Numerical Heat Transfer, Part A: Applications 69:11, pages 1253-1262.
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Peyman Mayeli, Mahdi Nili-Ahmadabadi & Hossein Besharati-Foumani. (2016) Inverse shape design for heat conduction problems via the ball spine algorithm. Numerical Heat Transfer, Part B: Fundamentals 69:3, pages 249-269.
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Ranjan Das. (2016) Identification of materials in a hyperbolic annular fin for a given temperature requirement. Inverse Problems in Science and Engineering 24:2, pages 213-233.
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Cheng-Hung Huang & Yun-Lung Chung. (2014) An Inverse Design Problem of Estimating the Optimal Shape of Annular Fins Adhered to a Bare Tube of an Evaporator. Numerical Heat Transfer, Part A: Applications 66:11, pages 1195-1217.
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Cheng-Hung Huang & Yun-Lung Chung. (2010) A Nonlinear Fin Design Problem in Estimating the Optimal Shapes of Longitudinal and Spine Fully Wet Fins. Numerical Heat Transfer, Part A: Applications 57:10, pages 749-776.
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Tien-Mo Shih, Chandrasekhar Thamire, Chao-Ho Sung & An-Lu Ren. (2010) Literature Survey of Numerical Heat Transfer (2000–2009): Part I. Numerical Heat Transfer, Part A: Applications 57:3-4, pages 159-296.
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J. Y. Tan, J. M. Zhao & L. H. Liu. (2009) Meshless Method for Geometry Boundary Identification Problem of Heat Conduction. Numerical Heat Transfer, Part B: Fundamentals 55:2, pages 135-154.
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L. Marin, X. Wen, L. Elliott, D.B. Ingham, D. Lesnic & P.J. Heggs. (2006) PARAMETER IDENTIFICATION IN TWO-DIMENSIONAL FINS USING THE BOUNDARY ELEMENT METHOD. Numerical Heat Transfer, Part A: Applications 50:4, pages 315-344.
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Articles from other publishers (8)

Feiding Zhu, Jincheng Chen & Yuge Han. (2022) A Multiple Regression Convolutional Neural Network for Estimating Multi-Parameters Based on Overall Data in the Inverse Heat Transfer Problem. Journal of Thermal Science and Engineering Applications 14:5.
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Tuhin Deshamukhya, Dipankar Bhanja & Sujit Nath. (2020) Heat transfer enhancement through porous fins: A comprehensive review of recent developments and innovations. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science 235:5, pages 946-960.
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Rohit K. Singla & Ranjan Das. (2017) A differential evolution algorithm for maximizing heat dissipation in stepped fins. Neural Computing and Applications 30:10, pages 3081-3093.
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Kuljeet Singh & Ranjan Das. (2015) Generalized inverse analysis for fins of different profiles with all temperature-dependent parameters. Heat and Mass Transfer 52:8, pages 1605-1619.
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Cheng-Hung Huang & Yun-Lung Chung. (2014) The determination of optimum shapes for fully wet annular fins for maximum efficiency. Applied Thermal Engineering 73:1, pages 438-448.
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Ranjan Das & K.T. Ooi. (2013) Predicting multiple combination of parameters for designing a porous fin subjected to a given temperature requirement. Energy Conversion and Management 66, pages 211-219.
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Philippe Wildi-Tremblay & Louis Gosselin. (2007) Layered porous media architecture for maximal cooling. International Journal of Heat and Mass Transfer 50:3-4, pages 464-478.
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Cheng-Hung Huang & Hsin-Hsien Wu. (2006) An iterative regularization method in estimating the base temperature for non-Fourier fins. International Journal of Heat and Mass Transfer 49:25-26, pages 4893-4902.
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