Sentence examples for the diffusion system from inspiring English sources

Shi et al. [41] built the diffusion system of giant panda in different patches and obtained conditions of pandas' persistence and extinction.

In Section 3, we prove the global existence of solutions and the stability of the equilibrium points to the diffusion system (1.5).

In 1989, Freedman et al. [4] discussed the diffusion system of a single population between two patches and showed that there exists a continuous global asymptotic stable state.

In the diffusion system of some biological species with human-controlled distribution, u ( x, t ), div ( | ∇ u | p − 2 ∇ u ), ∫ Ω u m ( y, t ) d y, and −α represent the density of the species at location x and time t, the mutation, the human-controlled distribution, and the decrement rate of biological species, respectively.

The diffusion system consisted of a 20 nm layer of LiTaO3 sputter deposited on top of (i) a congruent LiNbO3 single crystal, i.e. (48.3 ± 0.1) mol% Li2O, and on top of (ii) a VTE processed LiNbO3 single crystal with nearly stoichiometric composition, i.e. (49.9 ± 0.1) mol% Li2O.

Minimizing the energy losses associated with diffusion and also increasing the stable operating ranges of the diffusion systems necessitates developing non-conventional diffuser designs.

In the corresponding diffusion system, the dynamics at E 1 is richer than that at E 2. Hence, we take our attention to the equilibrium E 1.

The main technique we adapted is finding an expansion with respect to ϵ of the solutions of the Kolmogorov equations associated with the jump diffusion system.

The reaction diffusion system is solved using the finite element method.

The main objective of this paper is to investigate the existence of non-constant steady states which arises from the fractional diffusion system (1.2).

The kinetics of CaCO3 precipitation catalyzed by the bacterial CA at different initial concentrations of Ca2+ (C0(Ca2+)) was investigated through the gaseous diffusion system.