Results 201 to 210 of about 10,384 (263)

Multi-site assessment of microtidal wave-dominated active beach state and morpho-sedimentary parameters using optical satellite imagery. [PDF]

Sci Rep
Frugier S, Almar R, Bergsma EWJ, Graffin M, Ruessink G.   +4 more
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Coexistence of weak and strong coupling in a photonic molecule through dissipative coupling to a quantum dot. [PDF]

Nanophotonics
Lichtmannecker S, Echeverri-Arteaga S, Kaniber M, Andrade Martelo IC, Ruiz-Rivas J, Reichert T, Reithmaier G, Ardelt PL, Bichler M, Zubizarreta Casalengua E, Gómez EA, Vinck-Posada H, Del Valle E, Müller K, Laussy FP, Finley JJ.   +15 more
europepmc   +1 more source

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Dynamics of Dissipative Systems with Hamiltonian Structures

International Journal of Bifurcation and Chaos, 2021
In this work, we study a class of dissipative, nonsmooth [Formula: see text] degree-of-freedom dynamical systems. As the dissipation is assumed to be proportional to the momentum, the dynamics in such systems is conformally symplectic, allowing us to use some of the Hamiltonian structure.
Xiaoming Zhang, Zhenbang Cao, Jianhua Xie, Denghui Li, Celso Grebogi   +4 more
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Thermodynamics, Structure and Dissipation

1971
It is well known that classical thermodynamics is mainly concerned with equilibrium situations. However it was relatively recently recognized in many important fields of research that a state of true equilibrium is only attained under exceptional conditions.
Prigogine, Ilya, Lefever, René
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Theory of Dissipative Structures

1973
One of the main reasons to develop thermodynamics beyond the equilibrium range lies in the need for a physico-chemical basis of biological order. Not only would one like to explain the maintenance of low entropy situations and subtle metabolic regulation processes but also one wants to provide a physico-chemical basis of evolution towards structures of
Prigogine, Ilya, Lefever, René
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On the formation of unique dissipative structures

Biosystems, 1982
We consider a simple model for the formation of dissipative structures. In general there exists a multitude of stable final states. We show, however, that when the diffusion constant increases during the development of the system, a stationary state is reached which does not depend on the choice of initial conditions.
D S, Chernavskii, T W, Ruijgrok
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On the Entropy of Dissipative and Turbulent Structures

Annalen der Physik, 1986
The authors have studied the Klimontovich entropy statement with the help of selfoscillations of nonlinear oscillators and laminar and turbulent flows in tubes. In Klimontovich's S-theorem the entropy decreases with the increase in distance from equilibrium.
Ebeling, W., Engel-Herbert, H., Herzel, H.   +2 more
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Attractors of dissipative structure in three dissipative fluids

Physical Review E, 1994
A theory to find attractors of dissipative structure is developed by using autocorrelations for distributions. It is shown that the realization of coherent structures in dissipative dynamical systems is equivalent to that of self-organized states with the minimum change rate of autocorrelations for their instantaneous values, which usually represent ...
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