a solution is a mixture of two substances usally involving a liquid. Soda water is solution it has water and carbon dioxide in it.
A soliton is a self-reinforcing wave that maintains its shape and speed as it travels through a medium. In the context of nonlinear wave equations, solitons behave uniquely by resisting dispersion and maintaining their form even when encountering other waves. This property allows solitons to travel long distances without losing their integrity.
An antisoliton is a type of soliton, which is a self-reinforcing wave that maintains its shape while moving through a medium. Antisolitons are the exact opposite of solitons, where they have opposite polarity and characteristics, leading to annihilation when they collide with a soliton. They arise in certain physical systems where nonlinear effects play a role.
The key properties of the nonlinear Schrdinger equation include its ability to describe the behavior of nonlinear waves in various physical systems. Solutions to this equation can exhibit phenomena such as solitons, which are stable, localized wave packets that maintain their shape while propagating. The equation is important in fields such as optics, fluid dynamics, and condensed matter physics.
The one exception to the rule that waves don't move matter is when waves known as "solitons" are involved. Solitons are special types of waves that can maintain their shape and momentum as they propagate through a medium, effectively moving matter along with them.
Anjan Biswas has written: 'Mathematical theory of dispersion-managed optical solitons' -- subject(s): Solitons, Nonlinear optics, Mathematical models 'Introduction to non-Kerr law optical solitons' -- subject(s): Solitons, Nonlinear optics, Optical communications, Nonlinear waves
A bisoliton is a pairing of two solitons.
M. V. Nezlin has written: 'Rossby vortices, spiral structures, solitons' -- subject(s): Astrophysics, Plasma dynamics, Solitons, Vortex-motion
Katherine M. Allen has written: 'Dark solitons in optical communication systems'
T. VACHASPATI has written: 'KINKS AND DOMAIN WALLS: AN INTRODUCTION TO CLASSICAL AND QUANTUM SOLITONS'
Joshua A. Frieman has written: 'A new class of non-topologicl solitons' -- subject(s): Solitons 'The three-point function as a probe of models for large-scale structure' -- subject(s): Galaxies, Problems, exercises, Problems, exercises, etc 'Late time cosmological phase transition I' -- subject(s): Cosmology
A soliton is a self-reinforcing wave that maintains its shape and speed as it travels through a medium. In the context of nonlinear wave equations, solitons behave uniquely by resisting dispersion and maintaining their form even when encountering other waves. This property allows solitons to travel long distances without losing their integrity.
Marcus Richard Bond has written: 'Synthesis and characterization of some potential soliton-containing systems' -- subject(s): Solitons
Wiktor Eckhaus has written: 'The inverse scattering transformation and the theory of solitons' -- subject(s): Solitons, Inverse scattering transform, Scattering (Physics) 'Studies in non-linear stability theory' -- subject(s): Stability 'On the theory of transonic aileron buzz' 'Two-dimensional transonic unsteady flow with shock-waves' 'Linearized theory of lifting sweptback wings at sonic speed'
Mainly:Mechanics (Newtonian & relativistic): - mater - time - space;Molecular physics & thermodynamics: - physics of thermal movement;Electromagnetism: - physics of E,H - field;Wave motion: - physics of sound, light, ..., solitons (tsunami);Quantum physics: physics of micro-world;High energy physics.
A. G. Filippov is known for his work in the field of mathematical physics and nonlinear physics. He has written numerous research papers on topics such as solitons, integrable systems, and mathematical modeling of physical phenomena. His contributions have been influential in the study of nonlinear dynamics.
An antisoliton is a type of soliton, which is a self-reinforcing wave that maintains its shape while moving through a medium. Antisolitons are the exact opposite of solitons, where they have opposite polarity and characteristics, leading to annihilation when they collide with a soliton. They arise in certain physical systems where nonlinear effects play a role.