This paper presents the functional expansion approach as a generalized method for finding
traveling wave solutions of various nonlinear partial differential equations. The approach …

The paper considers a simple and well-known method for reducing the differentiability order
of an ordinary differential equation, defining the first derivative as a function that will become …

Effects of intermittency via non-Gaussianity on turbulent transport in magnetized plasmas Page 1
J. Plasma Phys. (2022), vol. 88, 905880202 © The Author(s), 2022. Published by Cambridge …

This paper uses the attached flow method for solving nonlinear second-order differential
equations of the reaction–diffusion type. The key steps of the method consist of the …

This paper addresses an important method for finding traveling wave solutions of nonlinear
partial differential equations, solutions that correspond to a specific symmetry reduction of …

We study the diffusion of stochastic isotropic and anisotropic magnetic field lines in
turbulence with average poloidal magnetic field component. In the current work we employ …

The paper defines and discusses the concept of hidden drifts in two-dimensional turbulence.
These are ordered components of the trajectories that average to zero and do not produce …

Effects of the Mean Field Gradients on Magnetic Field Line Random Walk - IOPscience Skip to
content IOP Science home Accessibility Help Search all IOPscience content Search Article …

We calculate the diffusion coefficients for ions moving in a prescribed electromagnetic field.
The field is considered to be a superposition of an electrostatic stochastic field and a space …

This paper presents the functional expansion approach as a generalized method for finding
traveling wave solutions of various nonlinear partial differential equations. The approach …