Results 11 to 20 of about 2,124 (214)
The lipid membranes of living cells are composed of a large number of lipid types and can undergo phase separation with the formation of nanometer-scale liquid-ordered lipid domains, also called rafts. Raft coalescence, i.e., the fusion of lipid domains,
Konstantin V. Pinigin, Sergey A. Akimov
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Nagrinėjamas kartotinės mažaciklės apkrovos veikiamų gelžbetoninių konstrukcijių strypinių elementų skerspjūvių laikomosios galios nustatymo uždavinys. Skerspjūvių forma neapibrėžta, gali būti įvairi.
Peter Alyavdin, Valery Simbirkin
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The approximate model of plane static problems of the nonlinear elasticity theory [PDF]
This article is dedicated to the construction of the approximate mathematical model of the nonlinear elasticity theory for plane strain state. The third order effects method applied to symbolic computing. There three boundary value problems for the first,
Boris Aleksandrovich Zhukov +1 more
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Molecular Theory of Rubber Elasticity [PDF]
Abstract Theories of rubber elasticity are reviewed and compared. Principal differences centre on the connection between the locations of network junctions and the macroscopic strain. Constraints on junctions imposed by surrounding chains have been postulated to be responsible for departures of experiments from the theory for idealized ‘phantom ...
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Extraction of consistent shell theory equations from 3D theory of elasticity
Aims of research. Derivation of consistent equations of the theory of thin elastic shells without hypotheses and stress averaging over the shell thickness. Methods.
Evgeny M Zveryaev
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Symmetries and Dualities in the Theory of Elasticity [PDF]
Microscopic symmetries impose strong constraints on the elasticity of a crystalline solid. In addition to the usual spatial symmetries captured by the tensorial character of the elastic tensor, hidden nonspatial symmetries can occur microscopically in special classes of mechanical structures.
Michel, Fruchart, Vincenzo, Vitelli
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A New Methodology for Measuring Tsunami Resilience Using Theory of Springs
Resilience is a deeply rooted word in theory of elasticity, which is firstly introduced to English by Thomas Young in 1807 in his treatise “A course of lectures on natural philosophy and the mechanical arts”.
Dinil Pushpalal, Atsushi Suzuki
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On the mechanics of FG nanobeams: A review with numerical analysis
Since the classical continuum theories are insufficient to account the small size effects of nanobeams, the nonlocal continuum theories such as Eringen's nonlocal elasticity theory, couple stress theory, strain gradient theory and surface elasticity ...
Atteshamuddin S. Sayyad +2 more
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This book is designed for use by students and teachers in the field of applied mechanics and mathematics, and for practitioners in civil and mechanical engineering. Since tensor calculus is an indispensable prerequisite when dealing with the theory of elasticity in a modern way, the first part of the book consists in an introduction into this subject ...
H. Leipholz, J. W. Hutchinson
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Spline-Interpolation Solution of Elasticity Theory Problems [PDF]
A spline-interpolation solution of static and dynamic elasticity theory problems is suggested. The method allows to solve the problems for solids with plane sections parallel to the plane XOY.
P.N. Ivanshin
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