Carefully designed to be the undergraduate textbook for a sequence of courses in advanced engineering mathematics, the student will find plentiful practice problems throughout that present opportunities to work with and apply the concepts, and to build skills and experience in mathematical reasoning and engineering problem solving. “Advanced EngineeringMathematics ” is unique in its blend of mathematical elegance, clear, understandable exposition and wealth of topics that are crucial to the aspiring or practising engineer. Chapter ending projects which offer insights into ideas are presented in the chapter. It includes abundant applied examples and exercises, and coverage of other useful material not usually found in other advanced engineeringmathematics books.
Advanced Engineering Mathematics presents topics such as the Laplace transform, complex analysis, vector calculus, and ordinary and partial differential equations as the tools with which control theory, the dynamic behavior of structures, elasticity, gas dynamics, and other applications are built. An overview of key aspects of numericalmathematics directs attention to sophisticated and highly optimized numerical packages that are used in current research and development.
Advanced Engineering Mathematics presents topics such as the Laplace transform, complex analysis, vector calculus, and ordinary and partial differential equations as the tools with which control theory, the dynamic behavior of structures, elasticity, gas dynamics, and other applications are built. An overview of key aspects of numericalmathematics directs attention to sophisticated and highly optimized numerical packages that are used in current research and development.
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