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Titlebook: Boundary Value Problems in Linear Viscoelasticity; John M. Golden,George A. C. Graham Textbook 1988 Springer-Verlag Berlin Heidelberg 1988

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期刊全稱Boundary Value Problems in Linear Viscoelasticity
影響因子2023John M. Golden,George A. C. Graham
視頻videohttp://file.papertrans.cn/191/190042/190042.mp4
圖書封面Titlebook: Boundary Value Problems in Linear Viscoelasticity;  John M. Golden,George A. C. Graham Textbook 1988 Springer-Verlag Berlin Heidelberg 1988
影響因子The classical theories of Linear Elasticity and Newtonian Fluids, though trium- phantly elegant as mathematical structures, do not adequately describe the defor- mation and flow of most real materials. Attempts to characterize the behaviour of real materials under the action of external forces gave rise to the science of Rheology. Early rheological studies isolated the phenomena now labelled as viscoelastic. Weber (1835, 1841), researching the behaviour of silk threats under load, noted an instantaneous extension, followed by a further extension over a long period of time. On removal of the load, the original length was eventually recovered. He also deduced that the phenomena of stress relaxation and damping of vibrations should occur. Later investigators showed that similar effects may be observed in other materials. The German school referred to these as "Elastische Nachwirkung" or "the elastic aftereffect" while the British school, including Lord Kelvin, spoke ofthe "viscosityofsolids". The universal adoption of the term "Viscoelasticity", intended to convey behaviour combining proper- ties both of a viscous liquid and an elastic solid, is of recent origin, not being used for ex
Pindex Textbook 1988
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Jing-jing Wang,Yu-rong Zhang,Yuan-feng Wangroperties of the associated viscoelastic functions. General dynamical equations are written down. Also, the boundary value problems that will be discussed in later chapters are stated in general terms. Familiar concepts from the Theory of Linear Elasticity are introduced in a summary manner. For a f
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Rainer Frietsch,Peter Neuh?usler wider choice of boundary regions on which to specify displacement and stress, one rapidly meets problems that are unsolvable — at least analytically. This is true even for elastic materials. In fact, the contact problem with an elliptical contact area is the most general problem that allows an expl
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https://doi.org/10.1007/978-1-4471-5469-3 the non-inertial problems discussed in Chaps. 3 and 4, and require different techniques for their solution. This is an area still in the development stage so that it will not be possible to achieve the kind of synthesis or unification which is desirable. We confine our attention to steady-state mot
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Low-overhead Communications in IoT Networks in behaviour from corresponding elastic configurations, in other words specifically viscoelastic phenomena. We refer to standard texts on fracture mechanics for a treatment of the elastic problems; for example, Liebowitz (1968), Sneddon and Lowengrub (1969), Lardner (1974) and Cherepanov (1979) .
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