Written for undergraduate students in physics, engineering, and applied mathematics who wish to understand the foundational concepts of Laplace transforms and their application to topics in mechanics, electronics, heat flow, and more. The book features plain-language explanations and a rich set of freely available supporting materials online.
Written for undergraduate students in physics, engineering, and applied mathematics who wish to understand the foundational concepts of Laplace transforms and their application to topics in mechanics, electronics, heat flow, and more. The book features plain-language explanations and a rich set of freely available supporting materials online.
Daniel Fleisch is Emeritus Professor of Physics at Wittenberg University, where he specialises in electromagnetics and space physics. He is the author of five other books with the Student's Guide series, published by Cambridge University Press: A Student's Guide to Maxwell's Equations (2008); A Student's Guide to Vectors and Tensors (2011); A Student's Guide to the Mathematics of Astronomy (2013), A Student's Guide to Waves (2015), and A Student's Guide to the Schrödinger Equation (2020).
Inhaltsangabe
1. The Fourier and Laplace transforms 2. Laplace transform examples 3. Properties of the Laplace transform 4. Applications of the Laplace transform 5. The Z-transform References Index.
1. The Fourier and Laplace transforms 2. Laplace transform examples 3. Properties of the Laplace transform 4. Applications of the Laplace transform 5. The Z-transform References Index.
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