Stability analysis and discrete breather dynamics in the microtubulin lattices
Breather is a nonlinear wave that propagates along microtubules (MTs), which are crucial for
many cellular processes such as mitotic chromosome movement, intracellular transport …
many cellular processes such as mitotic chromosome movement, intracellular transport …
Experimental investigation of supertransmission for an intrinsic localized mode in a cyclic nonlinear transmission line
M Sato, H Furusawa, M Sakai, Y Soga… - … Journal of Nonlinear …, 2022 - pubs.aip.org
In this experimental study of the nonlinear loss mechanism between traveling localized
excitation and the underlying extended normal mode spectrum for a 1D lattice, three types of …
excitation and the underlying extended normal mode spectrum for a 1D lattice, three types of …
Propagating intrinsic localized mode in a cyclic, dissipative, self-dual one-dimensional nonlinear transmission line
M Sato, H Furusawa, Y Soga, AJ Sievers - Physical Review E, 2023 - APS
A well-known feature of a propagating localized excitation in a discrete lattice is the
generation of a backwave in the extended normal mode spectrum. To quantify the parameter …
generation of a backwave in the extended normal mode spectrum. To quantify the parameter …
Experimental study of intrinsic localized mode mobility in a cyclic, balanced, 1D nonlinear transmission line
M Sato, H Furusawa, M Sakai, Y Soga… - … Journal of Nonlinear …, 2023 - pubs.aip.org
Mobile intrinsic localized modes (ILMs) in balanced nonlinear capacitive-inductive cyclic
transmission lines are studied by experiment, using a spatiotemporal driver under damped …
transmission lines are studied by experiment, using a spatiotemporal driver under damped …
Assessment of discrete breathers in the metallic hydrides
Computational assessment of the discrete breathers (also known as intrinsic localised
modes) is performed in nickel and palladium hydrides with an even stoichiometry by means …
modes) is performed in nickel and palladium hydrides with an even stoichiometry by means …
Bright soliton propagation with loss and gain phenomena in transversely connected nonlinear pendulum pairs
AK Kuitche, ABT Motcheyo, Z Yaou, T Kanaa… - … Physics Letters B, 2024 - World Scientific
In this work, we seek to investigate the dynamics of bright soliton in a chain of coupled
pendulum pairs. After deriving the linear dispersion relation from the equation of the model …
pendulum pairs. After deriving the linear dispersion relation from the equation of the model …
[PDF][PDF] Nontrivial On-site Soliton Solutions for Stationary Cubic-Quintic Discrete Nonlinear Schrodinger Equation.
This paper discusses the stationary cubic-quintic discrete non linear Schrödinger (CQ-
DNLS) equation. The solution of this equation is determined by using the Trust-region …
DNLS) equation. The solution of this equation is determined by using the Trust-region …
Numerical solution and linear stability analysis of fractional nonlinear Schrödinger equation (2+ 1) dimensions based on Newton-Raphson method
The Fractional Nonlinear Schrödinger Equation (FNLS) is an equation that is generally used
to describe the interaction of boson particles in the trap potential. This paper discusses the …
to describe the interaction of boson particles in the trap potential. This paper discusses the …
Solitons in a one-dimensional discrete system with external potential
AS Samiun, NAB Aklan, B Umarov - AIP Conference Proceedings, 2024 - pubs.aip.org
Researchers are currently investigating the impact of collisions between solitons and
external potentials, particularly the Nonlinear Schrödinger Equation (NLSE), which governs …
external potentials, particularly the Nonlinear Schrödinger Equation (NLSE), which governs …
[PDF][PDF] Свойства делокализованных нелинейных колебательных мод треугольной решетки Морзе и графена
МН Семёнова - 2021 - imsp.ru
Одним из важных разделов физики кристаллов является изучение колебаний
кристаллической решетки, поскольку они определяют такие важные свойства как …
кристаллической решетки, поскольку они определяют такие важные свойства как …