Hamood Ur Rehman Source Confirmed

Affiliation confirmed via AI analysis of OpenAlex, ORCID, and web sources.

High Impact

Researcher

University of Arkansas at Fayetteville

faculty

40 h-index 215 pubs 3,859 cited

Research Areas

Soliton Solutions of Nonlinear Equations Mathematical Modeling of Physical Phenomena Optical Fiber Communications Manufacturing System Optimization Digital Twins in Manufacturing Artificial Intelligence in Engineering

Links

ORCID Google Scholar Lab Website

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OverviewAI-generated summary

Hamood Ur Rehman's research focuses on the application of mathematical and computational methods to solve complex problems in nonlinear physics and engineering. His work often involves developing and applying analytical techniques, such as the Sardar sub-equation method and the extended hyperbolic function method, to find exact solutions for various nonlinear partial differential equations. These equations model phenomena in diverse fields, including fluid dynamics, plasma physics, and optical fiber communications.

His recent publications investigate topics such as pulse propagation in optical fibers, Brownian motion in stochastic systems, and solitary wave solutions for generalized fractional evolution equations. He also explores frameworks for manufacturing system reconfiguration and optimization utilizing digital twins and modular artificial intelligence. Rehman's extensive publication record, with over 200 papers, and a high citation count, indicates a significant body of work in these areas. His h-index of 40 further underscores his contributions to the field. He maintains an active lab website, suggesting ongoing research activities.

Metrics

  • h-index: 40
  • Publications: 215
  • Citations: 3,859

Selected Publications

  • Optical soliton dynamics of the conformable nonlinear evolution equation in Bose–Einstein condensates (2024) DOI
  • Analyzing optical soliton propagation in perturbed nonlinear Schrödinger equation: A multi-technique study (2024) DOI
  • Additional investigation of the Biswas–Arshed equation to reveal optical soliton dynamics in birefringent fiber (2024) DOI
  • Unraveling the (4+1)-dimensional Davey-Stewartson-Kadomtsev-Petviashvili equation: Exploring soliton solutions via multiple techniques (2024) DOI
  • Dynamics of optical solitons in the extended (3+1)‐dimensional nonlinear conformable Kudryashov equation with generalized anti‐cubic nonlinearity (2024) DOI
  • Probing wave dynamics in the modified fractional nonlinear Schrödinger equation: implications for ocean engineering (2023) DOI
  • Unveiling optical solitons: Solving two forms of nonlinear Schrödinger equations with unified solver method (2023) DOI
  • Dynamical behavior of perturbed Gerdjikov–Ivanov equation through different techniques (2023) DOI
  • Analysing soliton dynamics and a comparative study of fractional derivatives in the nonlinear fractional Kudryashov’s equation (2023) DOI
  • Optical soliton for (2+1)-dimensional coupled integrable NLSE using Sardar-subequation method (2023) DOI
  • New solitary wave solutions of generalized fractional Tzitzéica-type evolution equations using Sardar sub-equation method (2023) DOI
  • Matter accretion onto the magnetically charged Euler–Heisenberg black hole with scalar hair (2023) DOI
  • PLC orchestration automation to enhance human–machine integration in adaptive manufacturing systems (2023) DOI
  • Stochastic soliton solutions of conformable nonlinear stochastic systems processed with multiplicative noise (2023) DOI
  • Optical fiber application of the Improved Generalized Riccati Equation Mapping method to the perturbed nonlinear Chen-Lee-Liu dynamical equation (2023) DOI