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Springer Numerical Methods And Modelling For Engineering
Springer Numerical Methods And Modelling For Engineering

Springer Numerical Methods And Modelling For Engineering

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Numerical Methods and Modelling for EngineeringAuthor(s): Richard Khoury, Douglas Wilhelm Harder\nFormat: Hardback\nPublisher: Springer International Publishing AG, Switzerland\nImprint: Springer International Publishing AG\nISBN-13: 9783319211756, 978-3319211756\nSynopsis\nThis textbook provides a step-by-step approach to numerical methods in engineering modelling. The authors provide a consistent treatment of the topic, from the ground up, to reinforce for students that numerical methods are a set of mathematical modelling tools which allow engineers to represent real-world systems and compute features of these systems with a predictable error rate. Each method presented addresses a specific type of problem, namely root-finding, optimization, integral, derivative, initial value problem, or boundary value problem, and each one encompasses a set of algorithms to solve the problem given some information and to a known error bound. The authors demonstrate that after developing a proper.

Springer Numerical Methods And Modelling For Engineering

Numerical Methods and Modelling for EngineeringAuthor(s): Richard Khoury, Douglas Wilhelm Harder\nFormat: Hardback\nPublisher: Springer International Publishing AG, Switzerland\nImprint: Springer International Publishing AG\nISBN-13: 9783319211756, 978-3319211756\nSynopsis\nThis textbook provides a step-by-step approach to numerical methods in engineering modelling. The authors provide a consistent treatment of the topic, from the ground up, to reinforce for students that numerical methods are a set of mathematical modelling tools which allow engineers to represent real-world systems and compute features of these systems with a predictable error rate. Each method presented addresses a specific type of problem, namely root-finding, optimization, integral, derivative, initial value problem, or boundary value problem, and each one encompasses a set of algorithms to solve the problem given some information and to a known error bound. The authors demonstrate that after developing a proper.

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