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Differential and Differential-Algebraic Systems for the Chemical Engineer - Solving Numerical Problems (Hardcover)
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Differential and Differential-Algebraic Systems for the Chemical Engineer - Solving Numerical Problems (Hardcover)
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Engineers and other applied scientists are frequently faced with
models of complex systems for which no rigorous mathematical
solution can be calculated. To predict and calculate the behaviour
of such systems, numerical approximations are frequently used,
either based on measurements of real life systems or on the
behaviour of simpler models. This is essential work for example for
the process engineer implementing simulation, control and
optimization of chemical processes for design and operational
purposes. This fourth in a suite of five practical guides is an
engineer's companion to using numerical methods for the solution of
complex mathematical problems. It explains the theory behind
current numerical methods and shows in a step-by-step fashion how
to use them. The volume focuses on differential and
differential-algebraic systems, providing numerous real-life
industrial case studies to illustrate this complex topic. It
describes the methods, innovative techniques and strategies that
are all implemented in a freely available toolbox called BzzMath,
which is developed and maintained by the authors and provides
up-to-date software tools for all the methods described in the
book. Numerous examples, sample codes, programs and applications
are taken from a wide range of scientific and engineering fields,
such as chemical engineering, electrical engineering, physics,
medicine, and environmental science. As a result, engineers and
scientists learn how to optimize processes even before entering the
laboratory. With additional online material including the latest
version of BzzMath Library, installation tutorial, all examples and
sample codes used in the book and a host of further examples.
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