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Nonuniqueness of steady states in annular domains for Streater equations

100%

Olech M.

Applicationes Mathematicae

2004

tom 31

nr 3

303-312

Models introduced by R. F. Streater describe the evolution of the density and temperature of a cloud of self-gravitating particles. We study nonuniqueness of steady states in annular domains in $ℝ^d$, d ≥ 2.

Existence and asymptotics of solutions of the Debye-Nernst-Planck system in ℝ²

63%

Herczak A., Olech M.

Banach Center Publications

2009

tom 86

nr 1

129-148

We investigate a system describing electrically charged particles in the whole space ℝ². Our main goal is to describe large time behavior of solutions which start their evolution from initial data of small size. This is achieved using radially symmetric self-similar solutions.

Ograniczanie wyników

1 Applicationes Mathematicae

1 Banach Center Publications

2 Olech M.

1 Herczak A.

1 2009

1 2004

Wyniki wyszukiwania

Nonuniqueness of steady states in annular domains for Streater equations

Existence and asymptotics of solutions of the Debye-Nernst-Planck system in ℝ²