On the analytical soliton-like solutions to (2+1)-dimensional fractional asymmetric Nizhnik-Novikov-Veselov system arising in incompressible fluids by Humaira Yasmin, Humaira Yasmin, Albandari W. Alrowaily, Mounirah Areshi, Rasool Shah, S. A. El-Tantawy, S. A. El-Tantawy

Get full text

Numerical simulation on thermal decomposition of n-dodecane using CFD with reaction model by Tatsushi ISONO, Takuto MIYAURA, Yu DAIMON, Takuo ONODERA, Sadatake TOMIOKA

“…The present study tried to simulate the thermal decomposition of the n-dodecane using Computational Fluid Dynamics (CFD) with chemical reaction models. …”
Get full text

Bifurcation, chaotic behavior, and traveling wave solutions of the space–time fractional Zakharov–Kuznetsov–Benjamin–Bona–Mahony equation by Shan Zhao, Zhao Li

Get full text

Simulation Method for Rubber Compounding under Isothermal Partial Filling Conditions by Guolin Wang, Jingshixiong Wang, Haichao Zhou, Chen Liang

Get full text

Evaluating the Stability of Numerical Schemes for Fluid Solvers in Game Technology by Craig R. Stark, Declan A. Diver

Get full text

Holographic derivation of effective action for a dissipative neutral fluid by Yanyan Bu, Xiyang Sun

“…The boundary effective action in the fluid spacetime, identified as the partially on-shell bulk action, is computed to first order in boundary derivative and to cubic order in AdS boundary data. …”
Get full text

Unveiling Approximate Analytical Solutions for Fractional-Order Partial Differential Equations in Physical Processes by Hegagi Mohamed Ali, Essam M. Elsaid, Azza M. Algatheem, Mohamed R. Eid, Ismail Gad Ameen

“…This paper aims to tackle the challenge of deriving accurate analytical solutions for three classes of fractional-order partial differential equations (PDEs)—the Sharma–Tasso–Olver (STO), cubic nonlinear Schrödinger (Sch), and Fokker–Planck (FP) equations, which represent intricate phenomena in fluid dynamics, quantum mechanics, and statistical physics. …”
Get full text

Finite Integration Method with Chebyshev Expansion for Shallow Water Equations over Variable Topography by Ampol Duangpan, Ratinan Boonklurb, Lalita Apisornpanich, Phiraphat Sutthimat

Get full text

Application of the Poor Man's Navier-Stokes Equations to Real-Time Control of Fluid Flow by James B. Polly, J. M. McDonough

“…-S.) equations, whose solutions describe such flows, consist of a system of time-dependent, multidimensional, nonlinear partial differential equations (PDEs) which cannot be solved in real time using current computing hardware. …”
Get full text

MHD hyperbolic tangent Casson-Williamson nanofluid over a linearly stretching sheet with thermophoresis and brownian motion by B Shashidar Reddy, B Narsimha Reddy, K Saritha, Christophe Chesneau

“…The combination of Casson-Williamson characteristics, hyperbolic tangent fluid dynamics and MHD provides a novel way of understanding non-Newtonian fluids in the presence of magnetic fields.…”
Get full text

Data analysis of entropy generation in quadratic radiative with chemically reactive Williamson fluid flow past an inclined porous sheet by Md. Yousuf Ali, Mizanur Rahman, Md. Shakib Hossain, Mst. Sharmin Akter, Noor Muhammad, Atia Sanjida Talukder

Get full text

On the Analytical Treatment for the Fractional-Order Coupled Partial Differential Equations via Fixed Point Formulation and Generalized Fractional Derivative Operators by Saima Rashid, Sobia Sultana, Nazeran Idrees, Ebenezer Bonyah

Get full text

Machine learning-driven analysis of heat transfer in chemically reactive fluid flow considering Soret-Dufour effects by Shazia Habib, Saleem Nasir, Zeeshan Khan, Abdallah S. Berrouk, Waseem, Saeed Islam

“…Methodology: It employs a sophisticated Gaussian Neural Network and Hybrid Cuckoo Search to mimic complex fluid dynamics accurately, ensuring efficient computation and solution precision. …”
Get full text

Non-Classical Modeling of Cosserat Fluid-Structure Interaction System for Analyzing Micro-Rotational Effects of Micro-Viscosities on Flow Velocity Fields by Nazim Hussain Hajano, Muhammad Sabeel Khan, Mumtaz Ali Kaloi, M. Asif Memon, Lisheng Liu

Get full text

Inclined magnetic fields heat transfer and thermal radiation on fractionalized EMHD Burgers’ fluid flow via bifurcated artery for tumor treatments by Isah Abdullahi, D.G. Yakubu, M.Y. Adamu, Musa Ali, A.M. Kwami

Get full text

A novel computational approach for electro-osmosis flow: A compact scheme perspective by Muhammad Shoaib Arif, Ateeq Ur Rehman, Yasir Nawaz

“…Specifically for time-dependent partial differential equations (PDEs) describing electro-osmosis flow in Newtonian fluids with rescaled viscosity, this research suggests a new two-stage computational method. …”
Get full text

Mixed Convection and Permeability Effects on Magnetohydrodynamic Williamson Fluid Flow Over an Inclined Stretchy Surface With Radiation Influence: Analytical Investigation by R. A. Oderinu, T. A. Oyeyinka, S. Alao, F. J. Ayanbukola, B. A. Sanusi

“…ABSTRACT The study introduces a computational method that combines Legendre polynomials with Gauss–Lobatto points to solve nonlinear coupled differential equations, focusing on the Williamson fluid model under the influence of mixed convection and permeability with mixed boundary conditions. …”
Get full text

Nonlinear dynamic evolution of a novel normalized time-fractional Burgers equation by Junseok Kim

“…The classical Burgers equation is a basic partial differential equation (PDE) applied to model many physical phenomena such as traffic flow, gas dynamics and fluid dynamics, while the time-fractional Burgers equation is a modified form incorporating a fractional derivative in time to model diffusion and non-linear wave phenomena with memory effects. …”
Get full text

Analysis of chemical reactive nanofluid flow on stretching surface using numerical soft computing approach for thermal enhancement by Saleem Nasir, Abdallah S. Berrouk, Taza Gul

“…In order to reduce mean square error, the nonlinear fluid dynamics system’s numerical solutions have been taken into consideration. …”
Get full text

Dynamics behavior of solitons based on exact solutions for the mathematical model arising in telecommunications by Ajay Kumar, Rahul Shukla

Get full text