![]() ![]() ![]() This averaging does not converge in general, but there is a subsequence, along which the limit sets PA limn1 1 n Pn k1 1Tk(x)2A UNIQUELY ERGODIC SUBSHIFTS. It can be obtained by averaging along an orbit. The obtained results will contribute to understand the mechanism of propagation and interaction of many nonlinear phenomena in different nonlinear mediums such as ocean, sea, optical fiber, plasma physics, etc. Every subshift X has an invariant measure. The impact of physical parameters on the nonstationary dissipative soliton profile and the temporal phase shifts is discussed. dissipative adjective dissipative di-s-p-tiv : relating to dissipation especially of heat Example Sentences Recent Examples on the Web Static dissipative properties, to reduce the accumulation of excess static electricity. We show that at the vicinity of a generic dissipative homoclinic. Determination of coefficients for a dissipative wave. The approximate analytical soliton solutions are adopted for deriving the temporal phase shifts after the collision. Subshifts of finite type which have completely positive entropy. A subshift X2AZ is the restriction of to any closed, -invariant set X. of non-escaping orbits is conjugated to a subshift on three symbols that provides a. renormalization and nonstationary subshifts, Egrodic theory, and Dyn. The residual error is estimated for checking the accuracy of the new obtained solution. Thus, one of the main goal of this paper is to find a new general approximate analytical solution to the dKdV equation for investigating the mechanism of the propagation and interaction of the non-stationary dissipative solitons. The dKdV equation is not an integrable Hamiltonian system, i.e., does not have an exact solution. The extended Poincare-Lighthill-Kuo (PLK) approach is adopted for reducing the fluid equations of the UNPs to two-counterpropagating damped Korteweg-de Vries (dKdV) equations. subshift system is established, which implies the sys- tem is chaotic. In this work, the head-on collisions of the non-stationary dissipative soliton in ultracold neutral plasmas (UNPs) are investigated. suitable notion of dissipation, and construct a finite. ![]()
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