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bhattacharya s inverse heat conduction heat exchangers 2021

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Textbook in PDF format The aim of this book is to analyze the inverse problem and heat exchanger applications in the fields of aerospace, mechanical, applied mechanics, environment sciences, and engineering. A direct solution of the heat conduction equation with prescribed initial and boundary conditions yields temperature distribution inside a specimen. The direct solution is mathematically considered as a well-posed one because the solution exists, is unique, and continuously depends on input data. The estimation of unknown parameters from the measured temperature data is known as the inverse problem of heat conduction. An error in temperature measurement, thermal time lagging, thermocouple-cavity, or signal noise data makes stability a problem in the estimation of unknown parameters. The solution of the inverse problem can be obtained by employing the gradient or non-gradient based inverse algorithm. Applications of Heat Transfer Enhancement Techniques: A State-of-the-Art Review Applications of Compound Nanotechnology and Twisted Inserts for Enhanced Heat Transfer Tubular Heat Exchanger Fouling in Phosphoric Acid Concentration Process Fouling in Heat Exchangers Molecular Dynamics Simulation-Based Study on Enhancing Thermal Properties of Graphene-Reinforced Thermoplastic Polyurethane Nanocomposite for Heat Exchanger Materials A Numerical Approach to Solving an Inverse Heat Conduction Problem Using the Levenberg-Marquardt Algorithm The Fundamental and Application of Surface Heat Flux Estimation by Inverse Method in Cryogen Spray Cooling Equation of State Influence of Input Parameters on the Solution of Inverse Heat Conduction Problem Introduction to Numerical Approaches for Forward and Inverse Heat Transfer Problems

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Bhattacharya S. Inverse Heat Conduction and Heat Exchangers 2021.pdf 11.7 MB

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bhattacharya s inverse heat conduction heat exchangers 2021

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