(পদার্থবিদ্যা

solitons's Usage Examples:

There are two main kinds of solitons: spatial solitons: the nonlinear effect can balance the diffraction.

Topological solitons arise with ease when creating the crystalline semiconductors used in modern.

vector solitons can be classified into temporal vector solitons and spatial vector solitons.

During the propagation of both temporal solitons and spatial.

some set of differential equations modeling a physical system, as the solitons themselves owe their stability to topological considerations.

Solitons in which the energy is distributed in a fashion preserving the helical symmetry are dynamically unstable, and such symmetrical solitons once.

theory of integrable systems was revived with the numerical discovery of solitons by Martin Kruskal and Norman Zabusky in 1965, which led to the inverse.

decompose at large times into a collection of "solitons": well separated solitary waves.

Moreover, the solitons seems to be almost unaffected in shape by passing.

than the exact value required for a soliton to exist lead to breathing solitons.

theoretical 2-dimensional singularity Besides these important cases similar solitons appear in wide spectrum of the models.

integrable models, when solutions are sometimes a sort of superposition of solitons; this happens e.

His most celebrated contribution was in the theory of solitons.

Dissipative solitons (DSs) are stable solitary localized structures that arise in nonlinear spatially extended dissipative systems due to mechanisms of.

Whereas solitons occur as travelling waves in a fluid or as electromagnetic waves in a waveguide.

solitons's Meaning':

(physics