Engineering Fluid Mechanics [electronic resource] / by H. Yamaguchi.

By: Yamaguchi, H [author.]Contributor(s): SpringerLink (Online service)Material type: TextTextLanguage: English Series: Fluid Mechanics and Its Applications: 85Publisher: Dordrecht : Springer Netherlands, 2008Description: online resourceContent type: text Media type: computer Carrier type: online resourceISBN: 9781402067426Subject(s): Engineering | Soft condensed matter | Magnetism | Materials | Hydraulic engineering | Mechanical engineering | Engineering | Engineering Fluid Dynamics | Mechanical Engineering | Continuum Mechanics and Mechanics of Materials | Soft Matter, Complex Fluids | Magnetism, Magnetic MaterialsAdditional physical formats: Printed edition:: No titleDDC classification: 620.1064 LOC classification: TA357-359Online resources: Click here to access online
Contents:
Fundamentals in Continuum Mechanics -- Conservation Equations in Continuum Mechanics -- Fluid Static and Interfaces -- Perfect Flow -- Compressible Flow -- Newtonian Flow -- Non-Newtonian Fluid and Flow -- Magnetic Fluid and Flow.
In: Springer eBooksSummary: This book is intended for advanced engineering students in university or college and could serve as a reference for practical engineers. In recent years the development of fluid machineries has required a wider range of study in order to achieve a new level of developmental and conceptual progress. The field of fluid engineering is quite diverse in the sense that so many variations of flow exist in fluid machinery or an installation, whose characteristics are wholly dependent upon the flow field which is det- mined by the function of the machine setting itself. One who is studying fluid engineering, for the purpose of gaining a working knowledge of fluid machineries and their relevant installations, must understand not only the type of fluids used in practice, but also the fundamental flow problems - sociated with actual fluid machineries. Hence, the intended purpose of this book is to provide the fundamental and physical aspects of fluid mechanics and to develop engineering practice for fluid machineries. The subject of fluid engineering is most often approached at the senior undergraduate or postgraduate level of study. At this stage, the student or practical engineer is assumed to already have a basic mathematical ba- ground of vector and tensor analysis with a fair understanding of elem- tary fluid mechanics, such as Bernoulli equation, potential flow, and Poiseuille flow.
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Fundamentals in Continuum Mechanics -- Conservation Equations in Continuum Mechanics -- Fluid Static and Interfaces -- Perfect Flow -- Compressible Flow -- Newtonian Flow -- Non-Newtonian Fluid and Flow -- Magnetic Fluid and Flow.

This book is intended for advanced engineering students in university or college and could serve as a reference for practical engineers. In recent years the development of fluid machineries has required a wider range of study in order to achieve a new level of developmental and conceptual progress. The field of fluid engineering is quite diverse in the sense that so many variations of flow exist in fluid machinery or an installation, whose characteristics are wholly dependent upon the flow field which is det- mined by the function of the machine setting itself. One who is studying fluid engineering, for the purpose of gaining a working knowledge of fluid machineries and their relevant installations, must understand not only the type of fluids used in practice, but also the fundamental flow problems - sociated with actual fluid machineries. Hence, the intended purpose of this book is to provide the fundamental and physical aspects of fluid mechanics and to develop engineering practice for fluid machineries. The subject of fluid engineering is most often approached at the senior undergraduate or postgraduate level of study. At this stage, the student or practical engineer is assumed to already have a basic mathematical ba- ground of vector and tensor analysis with a fair understanding of elem- tary fluid mechanics, such as Bernoulli equation, potential flow, and Poiseuille flow.

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