Abstract
Peristaltic transport is a fundamental process that drives physiological functions and engineered systems by generating fluid movement through wave-like wall contractions. The research focuses on peristaltic flow and mixed convection of Ree-Eyring fluid in a porous channel under magnetohydrodynamic (MHD) effects, convective thermal boundary conditions, wall injection and suction, and homogeneous chemical reactions, due to its wide biomedical and industrial applications. A mathematical model has been developed by combining momentum, energy, and concentration equations that include buoyancy forces, nonlinear rheology, magnetic interactions, and chemical reaction. The results show that wall injection increases the axial velocity and solute concentration near the wall, whereas suction reduces the solute concentration. When Lorentz and drag forces are present, both the strength of the magnetic field and the porous resistance restrict the flow in the same way. Finally, the rates of chemical processes have a greater impact on the concentration profile than either wall injection or suction. While the convective boundary condition provides a more comprehensive understanding of heat transfer than the isothermal boundary condition, modelling it for real-world applications remains challenging. This information is highly helpful for understanding heat and mass transfer, electromagnetic forces, and chemical reactions that happen in peristaltic systems. These modifications may prove advantageous in industries such as reactive transport industrial reactors, biomedical pumps, microfluidic devices, and drug delivery.
| Original language | English |
|---|---|
| Article number | 110423 |
| Journal | Results in Engineering |
| Volume | 30 |
| DOIs | |
| Publication status | Published - 06-2026 |
All Science Journal Classification (ASJC) codes
- General Engineering
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