Mechanical modeling of complex NLS shock optimistic waves with Schrödinger frame

Fatih Şevgin; Talat Körpinar; Ali Akgül; Qasem Al-Mdallal

doi:10.1016/j.asej.2025.103522

Mechanical modeling of complex NLS shock optimistic waves with Schrödinger frame

Fatih Şevgin, Talat Körpinar, Ali Akgül, Qasem Al-Mdallal

Department of Mathematical Sciences

Research output: Contribution to journal › Article › peer-review

Abstract

In this article, we describe antiferromagnetic Heisenberg super-fluid complex dispersive NLS shock electromotive wave for ϕ(χ₁),ϕ(χ₂),ϕ(χ₃)tension dam-break antiferromagnetic microfluidics with non-linear hermitian Schrödinger model. Then, we construct Lorentzian antiferromagnetic dispersive complex NLS Heisenberg shock optimistic waves for ϕ(χ₁),ϕ(χ₂),ϕ(χ₃) dam-break antiferromagnetic intensity in Lorentzian hermitian space. Thus, we have antiferromagnetic Heisenberg hermitian complex NLS electromotive tension microscales. Finally, we illustrate Schrödinger antiferromagnetic thermocomplex solid magnetic NLS pressure of ϕ(χ₁),ϕ(χ₂),ϕ(χ₃) tension antiferromagnetic wave energy in Lorentzian hermitian space associated with Heisenberg complex dam-break potential in shallow water.

Original language	English
Article number	103522
Journal	Ain Shams Engineering Journal
Volume	16
Issue number	9
DOIs	https://doi.org/10.1016/j.asej.2025.103522
Publication status	Published - Sept 2025

Keywords

Dam-break model
Schrödinger model
Shallow wave energy
Turbulence model

ASJC Scopus subject areas

General Engineering

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10.1016/j.asej.2025.103522

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@article{96c254b0663148ca959374efd83a82f8,

title = "Mechanical modeling of complex NLS shock optimistic waves with Schr{\"o}dinger frame",

abstract = "In this article, we describe antiferromagnetic Heisenberg super-fluid complex dispersive NLS shock electromotive wave for ϕ(χ1),ϕ(χ2),ϕ(χ3)tension dam-break antiferromagnetic microfluidics with non-linear hermitian Schr{\"o}dinger model. Then, we construct Lorentzian antiferromagnetic dispersive complex NLS Heisenberg shock optimistic waves for ϕ(χ1),ϕ(χ2),ϕ(χ3) dam-break antiferromagnetic intensity in Lorentzian hermitian space. Thus, we have antiferromagnetic Heisenberg hermitian complex NLS electromotive tension microscales. Finally, we illustrate Schr{\"o}dinger antiferromagnetic thermocomplex solid magnetic NLS pressure of ϕ(χ1),ϕ(χ2),ϕ(χ3) tension antiferromagnetic wave energy in Lorentzian hermitian space associated with Heisenberg complex dam-break potential in shallow water.",

keywords = "Dam-break model, Schr{\"o}dinger model, Shallow wave energy, Turbulence model",

author = "Fatih {\c S}evgin and Talat K{\"o}rpinar and Ali Akg{\"u}l and Qasem Al-Mdallal",

note = "Publisher Copyright: {\textcopyright} 2025 The Authors",

year = "2025",

month = sep,

doi = "10.1016/j.asej.2025.103522",

language = "English",

volume = "16",

journal = "Ain Shams Engineering Journal",

issn = "2090-4479",

publisher = "Ain Shams University",

number = "9",

}

TY - JOUR

T1 - Mechanical modeling of complex NLS shock optimistic waves with Schrödinger frame

AU - Şevgin, Fatih

AU - Körpinar, Talat

AU - Akgül, Ali

AU - Al-Mdallal, Qasem

PY - 2025/9

Y1 - 2025/9

N2 - In this article, we describe antiferromagnetic Heisenberg super-fluid complex dispersive NLS shock electromotive wave for ϕ(χ1),ϕ(χ2),ϕ(χ3)tension dam-break antiferromagnetic microfluidics with non-linear hermitian Schrödinger model. Then, we construct Lorentzian antiferromagnetic dispersive complex NLS Heisenberg shock optimistic waves for ϕ(χ1),ϕ(χ2),ϕ(χ3) dam-break antiferromagnetic intensity in Lorentzian hermitian space. Thus, we have antiferromagnetic Heisenberg hermitian complex NLS electromotive tension microscales. Finally, we illustrate Schrödinger antiferromagnetic thermocomplex solid magnetic NLS pressure of ϕ(χ1),ϕ(χ2),ϕ(χ3) tension antiferromagnetic wave energy in Lorentzian hermitian space associated with Heisenberg complex dam-break potential in shallow water.

AB - In this article, we describe antiferromagnetic Heisenberg super-fluid complex dispersive NLS shock electromotive wave for ϕ(χ1),ϕ(χ2),ϕ(χ3)tension dam-break antiferromagnetic microfluidics with non-linear hermitian Schrödinger model. Then, we construct Lorentzian antiferromagnetic dispersive complex NLS Heisenberg shock optimistic waves for ϕ(χ1),ϕ(χ2),ϕ(χ3) dam-break antiferromagnetic intensity in Lorentzian hermitian space. Thus, we have antiferromagnetic Heisenberg hermitian complex NLS electromotive tension microscales. Finally, we illustrate Schrödinger antiferromagnetic thermocomplex solid magnetic NLS pressure of ϕ(χ1),ϕ(χ2),ϕ(χ3) tension antiferromagnetic wave energy in Lorentzian hermitian space associated with Heisenberg complex dam-break potential in shallow water.

KW - Dam-break model

KW - Schrödinger model

KW - Shallow wave energy

KW - Turbulence model

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U2 - 10.1016/j.asej.2025.103522

DO - 10.1016/j.asej.2025.103522

M3 - Article

AN - SCOPUS:105007596891

SN - 2090-4479

VL - 16

JO - Ain Shams Engineering Journal

JF - Ain Shams Engineering Journal

IS - 9

M1 - 103522

ER -

Mechanical modeling of complex NLS shock optimistic waves with Schrödinger frame

Abstract

Keywords

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