Continuum Theory
Continuum theory for liquid crystals
... The continuum theories for liquid crystals that are in use today largely stem from the original work of Oseen [88, 89] and Zocher [115, 116], and the general classifications of liquid crystal phases described by ...
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The continuum theory of shear localization in two dimensional foam
... A continuum theory which incorporates wall drag has reproduced the ...The continuum model is semi- empirical: the meaning of its parameters may be sought in comparison with more detailed simulations ...
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New Discovery on Planck Units and Physical Dimension in Cosmic Continuum Theory
... Conversion is one of the core ideas of Cosmic Continuum Theory. The mutual transformation of mass, energy, and dark mass makes the universe colorful. However, these transformations are not arbitrary, but ...
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Continuum theory of biaxial nematic liquid crystals
... a continuum theory was by Saupe [9], with other formulations following by Liu [10], Kini [11], Govers and Vertogen [12–14], Chaur´ e [15] and Leslie, Laverty and Carlsson ...same continuum the- ory ...
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Cosmic Continuum Theory: A New Idea on Hilbert’s Sixth Problem
... quantum theory, the universe is quantized, that is, the mass body is composed of “particles”, the energy body by “quanta” and the dark mass body by “dark ...
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Angular dependence of ultrasonic wave propagation in a stressed, orthorhombic continuum: Theory and application to the measurement of stress and texture
... continuum is presented. Since many of the material parameters which appear in the analysis are unknown, in particular the third‐order elastic constants of polycrystalline metals, emphasis is placed on the angular ...
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On a Continuum Theory for Crack Propagation in Brittle Materials
... a theory for crack propagation in brittle ...The theory, which is described within the framework of modern continuum mechanics, can be considered as the first step toward a unifying route to ...
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Continuum and Computational Modeling of Flexoelectricity
... gradient theory developed by Mindlin (1964) is used to model the gradient effect of ...the continuum theory of flexoelectricity and is capable of capturing fine structures due to gradient ...
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Atomistic to continuum coupling
... nonlocal continuum theory (Du, Gunzburger, Lehoucq and Zhou 2013, Silling and Lehoucq ...a continuum theory it must be discretized for numerical implementation, thus leading to a nonlocal ...
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Continuum mathematics at the nanoscale
... no theory for calculating the slip lengths for a liquid moving over a solid ...equivalent theory with a depletion layer over a solid surface to obtain an ex- pression for the slip length in terms of the ...
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The continuum disordered pinning model
... α ∈ (0, 1), has a non-trivial scaling limit, known as the α-stable regenerative set. In this paper we consider Gibbs transformations of such renewal processes in an i.i.d. random environment, called disordered pinning ...
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Health as a Space-Time Continuum
... The present study investigates the properties the Space-Time Continuum (STC) of human health from the standpoint of health concept reliability of complex systems (RCS). It is known that human life characterized by ...
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Continuum descriptions of cytoskeletal dynamics
... This tutorial presents an introduction into continuum descriptions of cytoskeletal dynamics. In contrast to discrete models in which each molecule keeps its identity, such descriptions are given in terms of ...
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Precarious homes: The sharing continuum
... a continuum. At different points along this continuum three different mode of sharing can be distinguished: involuntary (being forced into sharing by external circumstances); uninformed (sharing by choice, ...
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Continuum spectroscopy of light nuclei
... the continuum including their ground states. Thus the study of continuum spectroscopy is quite important for these light ...these continuum states, however, in this work we will consider just the ...
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MoL 2014 10: An Outline of Algebraic Set Theory with a View Towards Cohen's Model Falsifying the Continuum Hypothesis
... the Continuum hypothesis (CH) and was considered as so im- portant that Hilbert placed it on top of his list of open mathematical problems to be solved in the 20th ...set theory falsifying ...the ...
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OER adoption: a continuum for practice
... doi http://doi.dx.org/10.7238/ rusc.v11i3.2102 Abstract Whilst Open Educational Resources OER offer opportunities for broadening participation in Higher Education, reducing course develo[r] ...
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Continuum robots and underactuated grasping
... a continuum manipula- tor for under-actuated continuum grasping has been proposed and demonstrated using the Octarm as a prototype ...model. Continuum manipulators can be approximated by the oper- ...
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Parton distribution functions on the lattice and in the continuum
... the continuum dispersion relation for the nucleon was satisfied within the errors of the calcu- lation, indicating small lattice artifacts of O ...the continuum dispersion ...
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Linear vibrations of continuum with fractional derivatives
... The general solution allows one to investigate the effects on a dynamic analysis of contin- uum whose damping term is modelled by a fractional derivative. An engineering problem which is a special application of the ...
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