Analytical and Approximate Methods in Transport Phenomena
On the job or in the field, when facing a problem with differential equations and boundary conditions, most likely you don’t have time to read through several publications in search of a method that may or may not solve your problem. Organized for quick and easy access to practical solutions, Analytical and Approximate Methods in Transport Phenomena is a reference for the day-to-day problems encountered when working with variables in heat, mass, or momentum transfer.

This text is organized differently from usual resources on applied mathematics for engineers. First, it introduces a new classification system of the problem based on just three numbers, so locating the appropriate solution method is quick and easy. Second, the author presents mathematical methods with applications in mind, introducing examples, as well as common or possible solutions, before presenting any mathematical theory or method. This allows you to identify the issue you need to resolve, then apply the appropriate method to the problem at hand. The book also includes practical discussions of the consequences and applications of various solutions.

The book highlights mathematical methods as tools for solving practical problems, not as a primary objective. Its structure and focus on application, with just the right amount of mathematical rigor, makes it the most effective manual available for easily finding the analytical methods needed to solve transport problems.

1135299386
Analytical and Approximate Methods in Transport Phenomena
On the job or in the field, when facing a problem with differential equations and boundary conditions, most likely you don’t have time to read through several publications in search of a method that may or may not solve your problem. Organized for quick and easy access to practical solutions, Analytical and Approximate Methods in Transport Phenomena is a reference for the day-to-day problems encountered when working with variables in heat, mass, or momentum transfer.

This text is organized differently from usual resources on applied mathematics for engineers. First, it introduces a new classification system of the problem based on just three numbers, so locating the appropriate solution method is quick and easy. Second, the author presents mathematical methods with applications in mind, introducing examples, as well as common or possible solutions, before presenting any mathematical theory or method. This allows you to identify the issue you need to resolve, then apply the appropriate method to the problem at hand. The book also includes practical discussions of the consequences and applications of various solutions.

The book highlights mathematical methods as tools for solving practical problems, not as a primary objective. Its structure and focus on application, with just the right amount of mathematical rigor, makes it the most effective manual available for easily finding the analytical methods needed to solve transport problems.

86.99 In Stock
Analytical and Approximate Methods in Transport Phenomena

Analytical and Approximate Methods in Transport Phenomena

by Marcio L. de Souza-Santos
Analytical and Approximate Methods in Transport Phenomena

Analytical and Approximate Methods in Transport Phenomena

by Marcio L. de Souza-Santos

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$86.99 
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Overview

On the job or in the field, when facing a problem with differential equations and boundary conditions, most likely you don’t have time to read through several publications in search of a method that may or may not solve your problem. Organized for quick and easy access to practical solutions, Analytical and Approximate Methods in Transport Phenomena is a reference for the day-to-day problems encountered when working with variables in heat, mass, or momentum transfer.

This text is organized differently from usual resources on applied mathematics for engineers. First, it introduces a new classification system of the problem based on just three numbers, so locating the appropriate solution method is quick and easy. Second, the author presents mathematical methods with applications in mind, introducing examples, as well as common or possible solutions, before presenting any mathematical theory or method. This allows you to identify the issue you need to resolve, then apply the appropriate method to the problem at hand. The book also includes practical discussions of the consequences and applications of various solutions.

The book highlights mathematical methods as tools for solving practical problems, not as a primary objective. Its structure and focus on application, with just the right amount of mathematical rigor, makes it the most effective manual available for easily finding the analytical methods needed to solve transport problems.


Product Details

ISBN-13: 9780367452889
Publisher: CRC Press
Publication date: 12/02/2019
Series: Mechanical Engineering
Pages: 592
Product dimensions: 6.00(w) x 9.00(h) x (d)

About the Author

de Souza-Santos, Marcio L.

Table of Contents

Problems 111; One Variable, 1st Order, 1st Kind Boundary Condition. Problems 112; One Variable, 1st Order, 2nd Kind Boundary Condition. Problems 113; One Variable, 1st Order, 3rd Kind Boundary Condition. Problems 121; One Variable, 2nd Order, 1st Kind Boundary Condition. Problems 122; One Variable, 2nd Order, 2nd Kind Boundary Condition. Problems 123; One Variable, 2nd Order, 3rd Kind Boundary Condition. Problems 211; Two Variables, 1st Order, 1st Kind Boundary Condition. Problems 212; Two Variables, 1st Order, 2nd Kind Boundary Condition, Problems 213; Two Variables, 1st Order, 3rd Kind Boundary Condition, Problems 221; Two Variables, 2nd Order, 1st Kind Boundary Condition, Problems 222; Two variables, 2nd Order, 2nd Kind Boundary Condition. Problems 223; Two Variables, 2nd Order, 3rd Kind Boundary Condition. Problems 311; Three Variables, 1st Order, 1st Kind Boundary Condition. Problems 312; Three Variables, 1st Order, 2nd Kind Boundary Condition. Problems 313; Three Variables, 1st Order, 3rd Kind Boundary Condition. Problems 321; Three Variables, 2nd Order, 1st Kind Boundary Condition. Appendices.
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