Results 11 to 20 of about 1,923 (159)

Boundary layer Darcy-Forchheimer couple stress hybrid nanofluid flow over a quadratic stretching surface due to nonlinear thermal radiation

Journal of Taibah University for Science, 2021
The present investigation offers a systematic assessment of CuO + MWCNTs, MgO + MWCNTs, hybrid nanofluids and MWCNT nano liquid motion in direction of porous stretching and shrinking sheet.
Abdelaziz Alsubie
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Dynamics features of biological rheology in mass species and thermal energy utilizing two viscosity models over heated disc

Case Studies in Thermal Engineering, 2023
In this research, heat energy in the Synovial liquid model is discussed over a heated disk involving external heating source and thermal radiation incorporating two viscosity models with magneto-hydrodynamic inspiration.
Umar Nazir, Kanit Mukdasai
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Microtubules Nonlinear Models Dynamics Investigations through the exp(−Φ(ξ))-Expansion Method Implementation

Mathematics, 2016
In this research article, we present exact solutions with parameters for two nonlinear model partial differential equations(PDEs) describing microtubules, by implementing the exp(−Φ(ξ))-Expansion Method ...
Nur Alam, Fethi Bin Muhammad Belgacem
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MHD heat and mass transfer nanofluid flow on a porous cylinder with chemical reaction and viscous dissipation effects: Benchmark solutions

Case Studies in Thermal Engineering, 2022
The present study deals with a parametric study of heat and mass transfer of a steady, laminar, and 2D nanofluid flow under the influence of an inclined magnetic field, curvature, permeable medium, thermal radiation, electrical resistance heating ...
Sina Sadighi, Mohsen Jabbari, Hossein Afshar, Hossein Ahmadi Danesh Ashtiani   +3 more
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Physics-informed attention-based neural network for hyperbolic partial differential equations: application to the Buckley–Leverett problem

Scientific Reports, 2022
Physics-informed neural networks (PINNs) have enabled significant improvements in modelling physical processes described by partial differential equations (PDEs) and are in principle capable of modeling a large variety of differential equations.
Ruben Rodriguez-Torrado, Pablo Ruiz, Luis Cueto-Felgueroso, Michael Cerny Green, Tyler Friesen, Sebastien Matringe, Julian Togelius   +6 more
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Melting rheology of three-dimensional Maxwell nanofluid (graphene-engine-oil) flow with slip condition past a stretching surface through Darcy-Forchheimer medium

Results in Physics, 2023
Nanofluid has numerous industrial and engineering applications, especially for the improvement of heat transmission. Engine oil is a highly versatile lubricant that is extensively used across diverse industries and engineering fields for a wide range of ...
Fuzhang Wang, Muhammad Awais, Rujda Parveen, M. Kamran Alam, Sadique Rehman, Ahmed M. Hassan deif, Nehad Ali Shah   +6 more
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Equation Discovery Using Fast Function Extraction: a Deterministic Symbolic Regression Approach

Fluids, 2019
Advances in machine learning (ML) coupled with increased computational power have enabled identification of patterns in data extracted from complex systems.
Harsha Vaddireddy, Omer San
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Enhancement in Thermal Energy and Solute Particles Using Hybrid Nanoparticles by Engaging Activation Energy and Chemical Reaction over a Parabolic Surface via Finite Element Approach

Fractal and Fractional, 2021
Several mechanisms in industrial use have significant applications in thermal transportation. The inclusion of hybrid nanoparticles in different mixtures has been studied extensively by researchers due to their wide applications.
Yu-Ming Chu, Umar Nazir, Muhammad Sohail, Mahmoud M. Selim, Jung-Rye Lee   +4 more
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Novel Computations of the Time-Fractional Fisher’s Model via Generalized Fractional Integral Operators by Means of the Elzaki Transform

Fractal and Fractional, 2021
The present investigation dealing with a hybrid technique coupled with a new iterative transform method, namely the iterative Elzaki transform method (IETM), is employed to solve the nonlinear fractional Fisher’s model.
Saima Rashid, Zakia Hammouch, Hassen Aydi, Abdulaziz Garba Ahmad, Abdullah M. Alsharif   +4 more
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On the derivation of the nonlinear discrete equations numerically integrating the Euler PDEs

Discrete Dynamics in Nature and Society, 1998
The Euler equations, namely a set of nonlinear partial differential equations (PDEs), mathematically describing the dynamics of inviscid fluids are numerically integrated by directly modeling the original continuous-domain physical system by means of a ...
F. N. Koumboulis, M. G. Skarpetis, B. G. Mertzios   +2 more
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