Peristaltic mechanism of Ellis fluid in curved configuration with homogeneous and heterogeneous effects

The present investigation is modeled to study the effect of homogeneous-heterogeneous reactions on MHD peristaltic mechanism of Ellis fluid in curved channel. The problem development makes use of such constitutive relations for the Ellis fluid model. The perturbation technique is referred. It is very powerful tool now a day in practically fluid mechanics and modern mathematical physics. Sequence solutions is computed by solving the resulting systems through the perturbation technique. It has been observed that the velocity profile behaves as parabolic curve that is maximum at the centerline of channel. Growing slip parameter promotes the velocity profile and maximum behavior is noticed near the centerline of the curved channel. Brinkman number and curvature parameters enhance the heat transfer distribution. Graphs are used to analyze the results of various parameters.