Electroosmosis peristaltic flow with the domination of internal and activation energies for non-Newtonian fluid
Anum Tanveer, Sidra Mahmood
Abstract
The present study examines the electroosmosis peristaltic motion with magnetohydrodynamics for the Casson fluid. Internal energy contained within a thermodynamic system can generate heat . Internal energy and activation energy are necessary to commence a chemical reaction within a system. The effects are appealing in bounded systems to highlight their heat transfer aspects. Thus heat equation is modeled under the two effects. Using a large wavelength and low Reynolds number, the equations for momentum, mass, and temperature are simplified and solved. Convective conditions for temperature and concentration are considered. The effects of various parameters are graphically analyzed.
Topics & Concepts
MechanicsHeat transferMagnetohydrodynamicsReynolds numberPhysicsPeristalsisFlow (mathematics)ThermodynamicsNewtonian fluidBounded functionInternal heatingClassical mechanicsChemistryMathematicsMathematical analysisMagnetic fieldTurbulenceBiochemistryQuantum mechanicsNanofluid Flow and Heat TransferHeat and Mass Transfer in Porous MediaRheology and Fluid Dynamics Studies