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The Peregrine Fund 2022 annual report
The Peregrine Fund's 2022 Annual Report offers a comprehensive overview of the organization's conservation efforts, financial health, and strategic initiatives throughout the year.
The Peregrine Fund
core
A hidden life of Peregrine's soliton: Rouge waves in the oceanic depths [PDF]
Although the Peregrine-type solutions of the nonlinear Schrödinger (NLS) equation have long been associated mainly with the infamous "rouge waves" on the surface of the ocean, they might have a much more interesting role in the oceanic depths; in this paper we show that these solutions play an important role in the evolution of the intrathermocline ...
openaire +2 more sources
ABSTRACT We consider the extended Korteweg–de Vries (eKdV) equation as a model for long moderately nonlinear surface water waves and use it to describe the evolution of initial conditions generating solitary waves with and without significant dispersive radiation, as well as cases of pure dispersive radiation without any solitary waves.
Benjamin Martin +2 more
wiley +1 more source
The Peregrine Fund 2017 annual report [PDF]
The Peregrine Fund's 2017 Annual Report offers a comprehensive overview of the organization's conservation efforts, financial health, and strategic initiatives throughout the year.
The Peregrine Fund
core
A Survey of Interlayer Interaction Models for Graphene and Other 2D Materials
Van der Waals interactions arising from electronic polarization at atomically close interfaces generate corrugated interlayer energy landscapes that govern normal and tangential tractions. This review presents an overview of quantum, atomistic, analytical, and continuum modeling approaches, highlighting their roles across length scales in capturing ...
Gourav Yadav +2 more
wiley +1 more source
Nonlinear spectral analysis of Peregrine solitons observed in optics and in hydrodynamic experiments [PDF]
The data recorded in optical fiber [1] and in hydrodynamic [2] experiments reported the pioneering observation of nonlinear waves with spatiotemporal localization similar to the Peregrine soliton are examined by using nonlinear spectral analysis. Our approach is based on the integrable nature of the one-dimensional focusing nonlinear Schrodinger ...
Randoux, Stephane +4 more
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Some New Families of Exact Solitary Wave Solutions for Pseudo-Parabolic Type Nonlinear Models
The objective of the current study is to provide a variety of families of soliton solutions to pseudo-parabolic equations that arise in nonsteady flows, hydrostatics, and seepage of fluid through fissured material.
Akhtar Hussain +4 more
doaj +1 more source
Soft Colloidal Robots: Magnetically Guided Liquid Crystal Torons for Targeted Micro‐Cargo Delivery
Torons, topological quasiparticles in liquid crystals, can be propelled using electric fields and precisely steered with magnetic alignment, enabling programmable motion without fluid flow. In microfluidic channels, they transport colloidal cargo and exhibit novel dynamic behavior. Their uniformity, softness, and reconfigurability make torons ideal for
Joel Torres‐Andrés +4 more
wiley +1 more source
The Peregrine Fund 2021 annual report
The Peregrine Fund's 2021 Annual Report offers a comprehensive overview of the organization's conservation efforts, financial health, and strategic initiatives throughout the year.
The Peregrine Fund
core
Peregrine solitons and resonant radiation in cubic and quadratic media
We present the fascinating phenomena of resonant radiation emitted by transient rogue waves in cubic and quadratic nonlinear media, particularly those shed from Peregrine solitons, one of the main wavepackets used today to model real-world rogue waves.
M. Caso-Huerta +4 more
openaire +5 more sources

