This book presents topics of science and engineering occurring in nature and/or are part of our daily lives. The described natural/engineering phenomena are modelled by partial differential equations, which relate physical variables like mass, velocity, energy, etc. to their spatial and temporal variations. Typically, these equations are highly nonlinear, in many cases they are also vectorial systems, and they represent a challenge even for the most modern and sophisticated mathematical - analytical and mathematical - numerical techniques. The topics chosen in the book, which reflect the longtime scientific interests of the author are briefly presented in their scientific or engineering context and then the mathematical models in the form of partial differential equations are introduced and their basic mathematical properties are discussed. The author illustrates each chapter by a series of high quality photographs demonstrating that partial differential equations can be used for a large variety of phenomena.
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