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Journal

Partial Differential Equations in Applied Mathematics

Scopus

ISSN 2666-8181 · Elsevier · 1,096 articles in the index

  1. Journal Article

    Lie symmetry and memory-driven dynamics of a (2+1)-dimensional time-fractional nonlinear wave equation in memory media

    Faiza Arif; Adil Jhangeer; F.D. Zaman et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    In the present work, we focus on discussing detailed analysis and important features of a (2+1)-dimensional nonlinear time-fractional diffusion-wave equation. The equation models wave phenomena in materials where memory effects play an important role, for example porous mediums and viscoelastic…

  2. Journal Article

    Significance of thermal jump in hybrid nanomaterial with nonlinear thermal radiation and porous space

    M. Ibtesam; S. Mengjie; B. Ahmed

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    Investigators have commonly recognized hybrid nanomaterials for their involvement in automobiles, solar heaters, battery-powered engines, pharmaceutical phenomena, domestic refrigerator, food processing, heating, cooling in manufacturing, ventilation and air conditioning. Especially the…

  3. Journal Article

    Heat generation effect on 3D MHD flow of Casson fluid via stretching/shrinking surface with velocity slip Condition

    B. Jagadeesh Kumar; Nainaru Tarakaramu

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    There are extensive range of applications related to nuclear industry, industrial manufacturing, science and engineering processing, in which the boundary layer hydromagnetic motion of Casson liquids perform vital role. Casson liquid is a useful liquid in the nuclear industry for optimizing the…

  4. Journal Article

    Exact difference approach on the Shishkin mesh for solving time fractional singularly perturbed parabolic PDE

    Mesfin Mekuria Woldaregay; Tibebu Worku Hunde

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    A novel approach has been introduced to address time-fractional singularly perturbed parabolic partial differential equations. This method utilizes the L1-Caputo finite difference technique to approximate the fractional derivative term and employs an exact difference scheme for spatial derivative…

  5. Journal Article

    Darcy-forchheimer bioconvection flow of nanofluid with thermophoretic effects and nonlinear thermal radiation

    M.Z. Kiyani; A. Aeman; Sami Ullah Khan et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    A two-dimensional flow and heat and mass transfer for Darcy-Forchheimer nanofluid over an exponentially stretching sheet has been studied. The model includes a transverse magnetic field along with Brownian diffusion, significance of thermophoretic and first-order chemical reaction. The…

  6. Journal Article

    Effects of diffusion on the tumour regression in exposure to the non-ionizing electromagnetic waves

    Fatemeh Ansarizadeh; Tonghua Zhang

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    This study investigates the evolution of various cell types in a tumor-bearing host exposed to specific electromagnetic waves. The proposed system models these interactions by incorporating immune and tumor cells, as well as two primary types of cytokines, interleukin-2 (IL-2) and cytotoxic T…

  7. Journal Article

    Promoted analytical solutions of conformable Ginzburg-Landau applied in Bose-Einstein condensate with external potentials

    Shaher Momani; Fatimah Noor Harun; Rasha Amryeen et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    This work concerns the construction of the approximate analytical solutions for the nonlinear complex conformable Ginzburg-Landau equations with external potential using the conformable residual series method. The governing model plays a pivotal role in modeling complex physical phenomena such as…

  8. Journal Article

    Characteristics of stephan blowing and thermal radiation on williamson nanofluid with thermal non-equilibrium effect using bayesian-regularization optimizer-deep neural network

    Mostafa Mohamed Okasha; Munawar Abbas; Adnan Burhan Rajab et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    The purpose of this examination is to assess the effect of Stephan blowing and thermal radiation on chemical reactive flow of Williamson nanofluid flow across a sheet with Marangoni convection. Rapid advancements in technology have led to tremendous growth in the domains of machine learning and…

  9. Journal Article

    Quintic nonlinearity enables modulation instability in normal dispersion regimes for spectral control

    Sujata Vedi; Mohit Sharma; Monika Goyal et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    Modulation instability in cubic-quintic nonlinear media is rigorously analyzed using an extended nonlinear Schrödinger equation framework. Results demonstrate that focusing quintic nonlinearity (γ5 > 0) reduces the critical power for instability onset by 40%–60% relative to cubic systems while…

  10. Journal Article

    Boundary element method for Laplace equation in a ring domain

    Laurent Tchoualag; Lionel Ouya Ndjansi; Jean Daniel Mukam et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    In this paper, we present a rapid procedure for approximating the solution to the Laplace equation in a ring domain. We develop a new formulation of boundary integral operators and implement an efficient solution approach using the Galerkin boundary element method for Dirichlet and mixed boundary…

  11. Journal Article

    Spectral numerical method for fractional order partial differential equations using Katugampola derivative

    Kamal Shah; Thabet Abdeljawad; Nabil Mlaiki et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    In this paper, we investigate the Telegraph fractional partial differential equations (FPDEs) with Katugampola derivative. The said derivative is a generalized form of traditional fractional order derivative. Since, for every FPDEs to find exact solution is very difficult task, therefore…

  12. Journal Article

    Bell wavelets method to solve class of fractional differential equations arising in fluid mechanics

    Pooja Yadav; Shah Jahan; Kottakkaran Sooppy Nisar

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    This study introduces a new Bell wavelet matrix method to solve a class of fractional differential equations arising in fluid mechanics. The class under consideration comprises the fractional relaxation-oscillation equation (R-OE) as a special case. In this work, the Bell wavelets are constructed…

  13. Journal Article

    An improved modified simplest equation method for exact solitary wave solutions of the three-dimensional nonlinear fractional wazwaz-benjamin-bona-mahony model

    M. Al-Amin; M.Nurul Islam; M.Ali Akbar

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    In this study, we suggest an improved modified simplest equation (IMSE) approach to obtain distinct analytical solutions of the three-dimensional nonlinear fractional Wazwaz-Benjamin-Bona-Mahony (FWBBM) model associated with the conformable derivative. The suggested IMSE approach extends the…

  14. Journal Article

    Influence of non-linear motion on mixed convection in viscous fluids with temperature-dependent thermal conductivity and oscillating thermal wave

    M.M. Nour; Abdur Rehman; Abdallah aldurayhim et al.

    Partial Differential Equations in Applied Mathematics, Vol. 17 · 2026 · English · DOAJ Scopus

    This study investigates the effects of non-linear motion on mixed convection viscous fluid flow, incorporating thermal conductivity inversely proportional to a linear function of temperature under the influence of oscillating thermal waves. To provide a comprehensive understanding, the research…

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