Equilibrium states
Free and constrained equilibrium states in a variational problem on a surface
... the equilibrium states for an energy functional with a parametric force field on a region of a ...free equilibrium states is based on Lyusternik - Schnirelman’s and Skrypnik’s variational ...
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On the existence of equilibrium states of an elastic beam on a nonlinear foundation
... Existence of equilibrium states, beam-column, elastic beam, fourth-order nonlinear boundary value problem, nonlinear eigenvalue problems, variational methods.. 1991 AMS SUBJECT CLASSIFIC[r] ...
6
Existence of equilibrium states of hollow elastic cylinders submerged in a fluid
... We consider in this paper the existence of equilibrium states of hollow elastic cylinders submerged in a fluid.. We treat the fluid pressure as non-uniform by taking gravity into account[r] ...
12
Equilibrium states, pressure and escape for multimodal maps with holes
... Abstract. For a class of non-uniformly hyperbolic interval maps, we study rates of escape with respect to conformal measures associated with a family of geometric potentials. We establish the existence of physically ...
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Examples of Non Uniqueness of the Equilibrium States for a Floating Ball
... We have developed a robust numerical solver for finding the equilibria of a centrally located floating ball in both bounded and unbounded problems in 2 . The non-unique cases for both the light ball and the heavy ball ...
18
Existence and uniqueness of equilibrium states of a rotating elastic rod
... On the other hand, this work is concerned with the existence and uniqueness of solution of the equilibrium equation when a # 0 and in particular in the computations of a critical value ’[r] ...
8
Regularity conditions and Bernoulli properties of equilibrium states and $g$ measures
... sufficient conditions on such an eigenmeasure ν are obtained for ϕ to belong to two important spaces of functions, W (X, T) and Bow(X, T ). For example, ϕ ∈ Bow(X, T) if and only if ν is a measure with a certain ...
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Number of Classes of Invariant Equilibrium States in Complex Thermodynamic Systems
... and should contain C edges and C+2 faces. Consequently, vertex-less graphs were considered to be an impossibility. Some researchers believed that the correspondence between the phase rule and Euler’s theorem was ...
9
The Moving Lines on Electron Spectra as Charge Reflexes on Non equilibrium States of Nanostructured Surfaces
... The experimental results present the phenomenon of moving lines on electron spectra which are linked spatially and in time with the localization and durability of the processes of new surface producing in folds and grain ...
14
Energy consideration in processes of transition to equilibrium state
... A deeper look into the energy loss in processes of transition to equilibrium states is often missing. In addi- tion, authors (especially in introductory physics text- books [10,11]) do not shed enough light ...
5
Some properties of correlations of quantum lattice systems in thermal equilibrium
... It is well-known that, at sufficiently high temperatures, there are no phase-transitions, and one expects that equilibrium states are unique. This claim is backed by various mathematical results, such as ...
16
Validation of the Jarzynski relation for a system with strong thermal coupling: An isothermal ideal gas model
... it states an ex- act equality that holds in situations arbitrarily far from equilibrium, under very general ...it states that the free energy difference between two equilibrium states ...
12
MATHEMATICAL STUDY OF THE EVOLUTION OF GYNODIOECY WITH CYTOPLASMIC INHERITANCE UNDER THE EFFECT OF A NUCLEAR RESTORER GENE
... Analytical study of equilibrium states and stability conditions: The results of the computer simulation showed that nuclear-cytoplasmic inheritance of g p - odioecy (situat[r] ...
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A Study on Host Mortality Rate of a Three Species Multi Ecology with Unlimited Resources for the First Species
... four equilibrium states are ...the equilibrium states are illustrated and the global stability of the system is established with the aid of suitably constructed Liapunov’s function and finally ...
11
Isotropy conditions for lattice Boltzmann schemes. Application to D2Q9*
... Abstract. In this paper, we recall the linear version of the lattice Boltzmann schemes in the frame- work proposed by d’Humi` eres. According to the equivalent equations we introduce a definition for a scheme to be ...
6
The critical merger distance between two co rotating quasi geostrophic vortices
... of equilibrium states having prescribed aspect and volume ratios, and vertical ...The equilibrium states are obtained using an asymptotic solution method which models vortices by ...
25
Non-equilibrium quasi-stationary states in a magnetized plasma
... Since K. Birkeland’s pioneering terrella experiments during the first two decades of the 20 th century (Rypdal and Brundt- land, 1998) laboratory experiments have been carried out to study processes that are assumed to ...
11
High Order Central Schemes Applied to Relativistic Multi Component Flow Models
... The dynamics of inviscid multi-component relativistic fluids may be modeled by the relativistic Euler equations, augmented by one (or more) additional species equation(s). We use the high- resolution staggered central ...
18
Ames Laboratory Publications Ames Laboratory
... non-equilibrium states manifested as history dependence, kinetically arrested states, hysteresis and phase ...toward equilibrium behaviour, which often results in the suppression or even ...
14
First Principles Modeling of Non-Equilibrium Gas Phase Environments for AlN and Diamond Growth from the Vapor
... of equilibrium states is convenient for understanding AlN sublimation growth, because it allows us to model the system with equilibrium constants that are derivable from statistical mechanics using ...
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