Abstract
In this paper, the mathematical investigation is carried out for a peristaltic flow of Carreau fluid with nano particles taking into account heat dissipation in a curved channel having complaint walls. This problem is modeled and formulated under long wavelength and low Reynolds number approximation. The solution of nonlinear coupled differential equations are computed by an analytical technique. The computed results are discussed graphically for different values of important parameters. It is concluded that the curve-ness of the curved channel as well as heat dissipation affect the fluid flow meaningfully.