Stripe patterns orientation resulting from nonuniform forcings and other competitive effects in the Swift-Hohenberg dynamics

@article{Coelho2020StripePO,
  title={Stripe patterns orientation resulting from nonuniform forcings and other competitive effects in the Swift-Hohenberg dynamics},
  author={Daniel L. Coelho and Eduardo Vitral and J. Pontes and Norberto Mangiavacchi},
  journal={arXiv: Pattern Formation and Solitons},
  year={2020}
}

References

SHOWING 1-10 OF 52 REFERENCES

Spatio-Temporal Pattern Formation: With Examples from Physics

  • Chemistry, and Materials Science, 1st ed., Partially Ordered Systems
  • 1997

and N

  • Mangiavacchi, β€œNumerical scheme for solving the nonuniformly forced cubic and quintic Swift-Hohenberg equations strictly respecting the Lyapunov functional,”
  • 2020

and M

  • Velarde, Computer Methods in Applied Mechanics and Engineering 148

STUDIES IN APPLIED MATHEMATICS 3.

Abstract : Contents: The mathematical basis of Monte Carlo and quasi Monte Carlo methods; Foundations of the theory of branching processes; Some molecular applications of Monte Carlo methods; The…

Journal of Fluid Mechanicsεˆ›εˆŠ50周年

ζ΅δ½“εŠ›ε­¦ζ‚εΏ—β€œJournal of Fluid Mechanics”由剑ζ‘₯ε€§ε­¦ζ•™ζŽˆGeorge…

Phase-Field Methods in Materials Science and Engineering

This comprehensive and self-contained, one-stop source discusses phase-field methodology in a fundamental way, explaining complex mathematical and numerical techniques for solving phase-field and…

Pattern formation in spatially ramped Rayleigh-B Β΄ enard systems

We study pattern formation and selection in Rayleigh-Bsystems confined between well conducting horizontal boundaries and subjected to a weak horizontal gradient of the Rayleigh number. The study is…
...