This essay aims to describe the peristaltic behavior of Bingham's fluid in an asymmetric channel and porous material. It is believed that the liquid will flow through a porous medium and will be sensitive to a strong, angled magnetic field. Convectional circumstances and varying thermal conductivity were used to study heat transfer qualities. The low Reynolds number and lengthy wavelength dependence lead to a significant simplification of the nonlinear equations. The key characteristics of velocity, temperature, pressure gradient, and trapping are discussed, with a particular emphasis on the slip coefficient and the tilted magnetic number. Graphical discussion of these parameters' impact. Additionally, the entrapment phenomenon is examined. With rising slip coefficient values and falling magnetic field strengths, permeability, and yield stress coefficients the trapped bolus grows in size.
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