Mathematical Methods in Chemical Engineering

Price: 595.00 INR

We sell our titles through other companies
Disclaimer :You will be redirected to a third party website.The sole responsibility of supplies, condition of the product, availability of stock, date of delivery, mode of payment will be as promised by the said third party only. Prices and specifications may vary from the OUP India site.

ISBN:

9780198097396

Publication date:

15/10/2013

Paperback

704 pages

240.0x165.0mm

Price: 595.00 INR

We sell our titles through other companies
Disclaimer :You will be redirected to a third party website.The sole responsibility of supplies, condition of the product, availability of stock, date of delivery, mode of payment will be as promised by the said third party only. Prices and specifications may vary from the OUP India site.

ISBN:

9780198097396

Publication date:

15/10/2013

Paperback

704 pages

240.0x165.0mm

First Edition

Arvind Varma & Massimo Morbidelli

Mathematical Methods in Chemical Engineering builds on students' knowledge of calculus, linear algebra, and differential equations, employing appropriate examples and applications from chemical engineering to illustrate the techniques.

Suitable for: Mathematical Methods in Chemical Engineering builds on students' knowledge of calculus, linear algebra, and differential equations, employing appropriate examples and applications from chemical engineering to illustrate the techniques.

Rights:  For Sale in (Nepal, Bangladesh, Sri Lanka, Myanmar, Pakistan, )

First Edition

Arvind Varma & Massimo Morbidelli

Description

Mathematical Methods in Chemical Engineering builds on students' knowledge of calculus, linear algebra, and differential equations, employing appropriate examples and applications from chemical engineering to illustrate the techniques. It provides an integrated treatment of linear operator theory from determinants through partial differential equations, featuring an extensive chapter on nonlinear ordinary differential equations as well as strong coverage of first-order partial differential equations and perturbation methods. Numerous high-quality diagrams and graphics support the concepts and solutions. Many examples are included throughout the text, and a large number of well-conceived problems at the end of each chapter reinforce the concepts presented. Also, in some cases the results of the mathematical analysis are compared with experimental dataa unique feature for a mathematical book.The text offers instructors the flexibility to cover all of the material presented or to a few methods to teach, so that they may cultivate the specific mathematical skills which are most appropriate for their students. The topical coverage provides a good balance between material which can be taught in a one-year course and the techniques that chemical engineers need to know to effectively model, analyze, and carry out numerical simulations of chemical engineering processes, with an emphasis on developing techniques which can be used in applications. Mathematical Methods in Chemical Engineering serves as both an ideal text for chemical engineering students in advanced mathematical methods courses and a comprehensive reference in mathematical methods for chemical engineering practitioners in academic institutions and industry.

First Edition

Arvind Varma & Massimo Morbidelli

Table of contents

Chapter 1. Matrices and Their Application
Chapter 2. First-Order Nonlinear Ordinary Differential Equations and Stability Theory
Chapter 3. Theory of Linear Ordinary Differential Equations (ODEs)
Chapter 4. Series Solutions and Special Functions
Chapter 5. Fundamentals of Partial Differential Equations
Chapter 6. First-Order Partial Differential Equations
Chapter 7. Generalized Fourier Transform Methods for Linear Partial Differential Equations
Chapter 8. Laplace Transform
Chapter 9. Perturbation Methods

First Edition

Arvind Varma & Massimo Morbidelli

First Edition

Arvind Varma & Massimo Morbidelli

First Edition

Arvind Varma & Massimo Morbidelli

Description

Mathematical Methods in Chemical Engineering builds on students' knowledge of calculus, linear algebra, and differential equations, employing appropriate examples and applications from chemical engineering to illustrate the techniques. It provides an integrated treatment of linear operator theory from determinants through partial differential equations, featuring an extensive chapter on nonlinear ordinary differential equations as well as strong coverage of first-order partial differential equations and perturbation methods. Numerous high-quality diagrams and graphics support the concepts and solutions. Many examples are included throughout the text, and a large number of well-conceived problems at the end of each chapter reinforce the concepts presented. Also, in some cases the results of the mathematical analysis are compared with experimental dataa unique feature for a mathematical book.The text offers instructors the flexibility to cover all of the material presented or to a few methods to teach, so that they may cultivate the specific mathematical skills which are most appropriate for their students. The topical coverage provides a good balance between material which can be taught in a one-year course and the techniques that chemical engineers need to know to effectively model, analyze, and carry out numerical simulations of chemical engineering processes, with an emphasis on developing techniques which can be used in applications. Mathematical Methods in Chemical Engineering serves as both an ideal text for chemical engineering students in advanced mathematical methods courses and a comprehensive reference in mathematical methods for chemical engineering practitioners in academic institutions and industry.

Read More

Table of contents

Chapter 1. Matrices and Their Application
Chapter 2. First-Order Nonlinear Ordinary Differential Equations and Stability Theory
Chapter 3. Theory of Linear Ordinary Differential Equations (ODEs)
Chapter 4. Series Solutions and Special Functions
Chapter 5. Fundamentals of Partial Differential Equations
Chapter 6. First-Order Partial Differential Equations
Chapter 7. Generalized Fourier Transform Methods for Linear Partial Differential Equations
Chapter 8. Laplace Transform
Chapter 9. Perturbation Methods

Read More