A Bingham fluid model governed by a Hilfer fractional reaction-diffusion equation

Key Points

• The study reveals unique dynamics of Bingham fluids as governed by the Hilfer fractional equation, which modifies traditional modeling frameworks.
• Key evidence includes the implications of fractional calculus on fluid behavior, further enhancing our understanding of non-Newtonian fluids in practical applications.
• Focused on applying the Hilfer fractional reaction-diffusion equation, the modeling provides a new perspective on fluid dynamics in complex systems.
• This approach may simplify existing theories and lead to improved simulations, highlighting potential applications in engineering and physics.