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The properties and effects of flows are important in many areas of science and engineering - their prediction can be achieved through analytical, experimental and computational fluid mechanics. In this essential, Karim Ghaib introduces computational fluid dynamics....
Radio technology enables the extension of astronomical observations beyond light to other frequency ranges. This has led to the discovery of numerous cosmic radio sources, the physical causes of which are explained as well as how a radio telescope works. Even small...
Goerg Michler summarizes the large field of electron microscopy and clearly presents the different techniques. The author clearly describes the possible applications of microscopy and the requirements for specimen preparation. He illustrates the descriptions with...
?This essential provides an overview of the diagnosis, epidemiology, etiology, and treatment of all sexual disorders according to the Diagnostic and Statistic Manual of Mental Disorder (DSM-5). Among the sexual dysfunctions, delayed ejaculation, erectile dysfunction,...
Functional behavioral analysis makes it possible to better understand the symptoms of psychotherapy patients and counseling clients and to develop appropriate help options. Not only observable behaviors are taken into account, but also internal processes such as...
Ethohydraulics is the transdiscipline linking behavioural science (ethology) and flow behaviour (hydraulics). Ethohydraulic studies provide repeatable and scalable insights into the reactive behaviour of aquatic animals. The findings can be used to derive limits and...
Michael Hauschild takes the reader of this essential back to the year 2012, when the discovery of the Higgs particle was announced at CERN, the European Organization for Nuclear Research near Geneva, Switzerland. The author vividly explains the Higgs mechanism for mass...
Complex numbers are a typical topic of basic mathematics courses. This essential provides a detailed introduction and presentation of essential aspects of dealing with complex numbers, on the one hand related to commonly occurring tasks and on the other hand embedded in...
In this essential, Claudia Alfes-Neumann discusses applications of the theory of modular forms and their importance as fundamental tools in mathematics. These functions - initially defined purely analytically - appear in many areas of mathematics: very prominently in...
Joachim Rathmann presents the interdisciplinary relationships between landscapes and health. Nature is to be regarded as an elementary health resource, because movement in near-natural surroundings has demonstrably positive influences on human health and is summarized...
Quantum mechanics is a physical theory for objects of the microcosm, e.g. for atoms or electrons. It has proven itself so far, but leads to the fact that we have to grant properties and relations to these objects, which are neither compatible with our common sense nor...
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