The Experts below are selected from a list of 231 Experts worldwide ranked by ideXlab platform
Michael Stiassnie - One of the best experts on this subject based on the ideXlab platform.
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On the strength of the weakly Nonlinear Theory for surface gravity waves
Journal of Fluid Mechanics, 2016Co-Authors: Michael StiassnieAbstract:Recently, Bonnefoy et al. ( J. Fluid Mech. , vol. 805, 2016, R3) studied the resonant interaction of oblique surface gravity waves in a large $50~\text{m}\times 30~\text{m}\times 5~\text{m}$ wave basin. Their experimental results are in excellent quantitative agreement with predictions of the weakly Nonlinear wave Theory, and provide additional evidence to the strength of this widely used mathematical formulation. In this article, the reader is introduced to the many facets of the weakly Nonlinear Theory for surface gravity waves, and to its current and possible future applications, deterministic as well as stochastic.
Antonio Scalia - One of the best experts on this subject based on the ideXlab platform.
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Some results on the Nonlinear Theory of dipolar porous elastic solids
International Journal of Engineering Science, 1993Co-Authors: Michele Ciarletta, Antonio ScaliaAbstract:Abstract In this paper we establish some uniqueness and existence results in the framework of the Nonlinear Theory of porous elastic solids with microstructure.
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On the Nonlinear Theory of Nonsimple Thermoelastic Materials with Voids
ZAMM - Journal of Applied Mathematics and Mechanics Zeitschrift für Angewandte Mathematik und Mechanik, 1993Co-Authors: Michele Ciarletta, Antonio ScaliaAbstract:A Nonlinear Theory of nonsimple thermoelastic materials with voids is established. The continuous dependence upon initial state and supply terms of smooth thermodynamic processes is studied. Es wird eine nichtlineare Theorie des nichteinfachen, thermoelastischen Materials mit Poren aufgestellt. Die kontinuierliche Abhangigkeit von Anfangszustand und Erganzungstermen des glatten thermodynamischen Prozesses wird untersucht.
Dorin Ieşan - One of the best experts on this subject based on the ideXlab platform.
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Continuous dependence in a Nonlinear Theory of viscoelastic porous mixtures
International Journal of Engineering Science, 2006Co-Authors: Dorin IeşanAbstract:Abstract This paper is concerned with a Nonlinear Theory of viscoelastic mixtures. The classical Kelvin–Voigt viscoelastic model is generalized by using a mixture Theory. First, we present the basic equations in lagrangian description. We consider the volume fraction field of each constituent as an independent kinematical variable. We derive a constitutive relation which generalizes Darcy’s law. This relation is frame-independent. Then,we establish the continuous dependence of solutions upon the initial state and body loads, for mixtures which are nonconductor of heat. A uniqueness result is also presented.
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On the Nonlinear Theory of interacting micromorphic materials
International Journal of Engineering Science, 2004Co-Authors: Dorin IeşanAbstract:The paper is concerned with the Nonlinear Theory for binary mixtures of micromorphic elastic bodies. First, the boundary-initial value problem is presented. Then, a uniqueness result and the continuous dependence of solutions upon the initial state and body loads are established.
Pallavi Jha - One of the best experts on this subject based on the ideXlab platform.
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Nonlinear Theory of propagation of intense laser pulses in magnetized plasma
Physics of Plasmas, 2002Co-Authors: Navina Wadhwani, Punit Kumar, Pallavi JhaAbstract:A one-dimensional Nonlinear Theory of propagation of intense laser pulses in cold underdense plasma is presented. The linearly polarized radiation propagates in the presence of a constant magnetic field applied perpendicular to both the electric vector and the direction of propagation. Dispersion of the incident radiation and generation of its harmonics are studied. The axial electric wakefield and potential are evaluated.
Alexander G. Kyriakos - One of the best experts on this subject based on the ideXlab platform.
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Nonlinear Theory of elementary particles 2.The photon Theory
viXra, 2010Co-Authors: Alexander G. KyriakosAbstract:In the proposed article the photon Theory is examined from the point of view of the Nonlinear Theory of elementary particles ( http://vixra.org/abs/1005.0019 ).
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Nonlinear Theory of Elementary Particles: II. Photon Theory
Prespacetime Journal, 2010Co-Authors: Alexander G. KyriakosAbstract:In this article the photon Theory is examined from the point of view of the Nonlinear Theory of elementary particles (Kyriakos, 2010).
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Nonlinear Theory of Elementary Particles: III. The Mass Origin Theories
Prespacetime Journal, 2010Co-Authors: Alexander G. KyriakosAbstract:Three hypotheses of the mass origin are examined: two theories of mass, developed within the framework of electromagnetic Theory of matter, and third Theory - Higgs's mechanism of the mass generation of Standard Model. The advantages and disadvantages of each of them are shown. The connections between these three approaches and Nonlinear Theory of elementary particles are also noted.
