There are numerous physical situations in which a hole or leak is introduced in an otherwise
closed chaotic system. The leak can have a natural origin, it can mimic measurement …

Classical chaotic scattering is a topic of fundamental interest in nonlinear physics due to the
numerous existing applications in fields such as celestial mechanics, atomic and nuclear …

Propagation of small-amplitude quantum ion-acoustic waves and its fractal representations
is investigated in an electron-ion quantum plasma with separated spin electrons in the …

The main aim of this paper is to discuss the influence of fractal dimensions on the behavior
of the solutions of the Grad-Shafranov equation. Our study is based on the product-like …

In this study, we have used the concept of 'product-like fractal measure'introduced by Li and
Ostoja-Starzewski in their formulation of anisotropic and elastic media to introduce Vlasov …

In this paper, tsunami dynamics and solitary waves are constructed in fractal dimensions
based on the concept of product-like fractal measure introduced recently by Li and Ostoja …

Langmuir waves propagate in fractal complex plasma with fractal characteristics, which may
cause some plasma particles to be trapped or causes wave turbulences. This phenomenon …

The magnetic confinement concept of thermonuclear plasma is one of the areas of
controlled fusion research develo** in the past 50 years in a quest for clean and unlimited …

This paper deals with helical self-organization in current-carrying toroidal pinches for the
magnetic confinement of fusion plasmas. We perform our study in the framework of 3D …

In this paper, the coupled local fractional sine-Gordon equations are studied in the range of
local fractional derivative theory. The study of exact solutions of nonlinear coupled systems …