Numerical methods for Engineers 7th edition is a famous book by McGraw Hill. Stephen Chapra and Raymond Canale are the book authors. Authors have vast experience of teaching numerical and mathematical sciences. The first edition of Numerical methods for Engineers was published about 2 decades ago. In the meanwhile, Computer technology has penetrated in every field of learning. So, keeping in view this advancement latest edition has seen some changes. This book provides a strong foundation to engineering students. Similarly, they shall be able their knowledge and solve mathematical problems more efficiently. A brief introduction of this book is as under.
Numerical methods for Engineers 7th edition
Numerical methods for Engineers is a lengthy and comprehensive book. It cover various aspects of numerical methods used in engineering science. Book contains more than thirty chapters divided into 8 parts. Moreover, each part deals with a different side of numerical modelling. First part deals with the mathematical equations and computer modelling. Error analysis is also discussed in detail from the view point of engineers. Programs and software are widely used in sciences now a days. So, these computer applications are introduced.
Then we have second part of Numerical methods for Engineers 7th edition dealing with roots of equations. Various techniques and methods available to solve these roots of equations are present. This then follows few chapters on linear algebraic equations.
Finally, next two parts of numerical methods book deal with optimization and curve fitting. The addition of concepts of integration provides a sound platform to engineers. Text also contains an elaboration of differential equations of two types. These include ordinary differential equations and partial differential equations.
Overall Numerical methods for Engineers 7th edition is a great book. It discusses and explains the core concepts of mathematics. The understanding of these concepts is crucial for an Engineer. However, sometimes whole engineering in based upon this mathematical modelling.
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