Олег Кравченко
Bauman Moscow State University, Higher Mathematics, Faculty Member
he present paper is an extension of previous research related to the problem of the leader of lightning formation. It was introduced earlier that a homogenous charged media could become unstable under some initial conditions in [1], [4]... more
he present paper is an extension of previous research related to the problem of the leader of lightning formation. It was introduced earlier that a
homogenous charged media could become unstable under some initial conditions in [1], [4] in one dimensional case. We present here an investigation of such kind instability in two dimension case also.
homogenous charged media could become unstable under some initial conditions in [1], [4] in one dimensional case. We present here an investigation of such kind instability in two dimension case also.
Research Interests:
We have presented a numerical algorithm of basic nonlinear time dependent ABH model that describes the evolution of a linear instability in the nonlinear regime and subsequently saturates to form a void.
Research Interests:
Atomic functions present an effective mathematical apparatus for interp olation of functions. Given function is represente d as a sum of scaled shifts of compactly supp orted atomic function. Fundamental prop erty of such interp olation... more
Atomic functions present an effective mathematical apparatus for interp olation of functions. Given
function is represente d as a sum of scaled shifts of
compactly supp orted atomic function. Fundamental prop erty of such interp olation is that derivatives of given function are simultaneously interp olated with corresp onding derivatives of interp olation. This prop erty allows application of atomic
function to numerical solution of differential equations.
function is represente d as a sum of scaled shifts of
compactly supp orted atomic function. Fundamental prop erty of such interp olation is that derivatives of given function are simultaneously interp olated with corresp onding derivatives of interp olation. This prop erty allows application of atomic
function to numerical solution of differential equations.
Research Interests:
In present work we consider a one–dimentional model of dusty void formation according to from numerical methods point of view.