[en] Here magnetohydrodynamic nanomaterial flow of thixotropic fluid is addressed. Electrically conducting fluid is considered. Stagnation-point flow toward variable thicked surface is addressed. Soret and Dufour effects are retained. Formulation is based on Brownian and thermophoresis diffusions. In addition, nonlinear thermal heat flux and convective boundary conditions are also taken into account. The formulated expressions are converted into ordinary ones by appropriate transformations. The resulting system is solved computationally through homotopy algorithm. Convergence of derived solutions is ensured explicitly. Behavior of various thermophysical parameters on temperature, nanoparticle concentration and velocity is graphically analyzed. Heat transfer rate, Sherwood number and skin friction coefficient are discussed through different flow variables. A comparative analysis between the present investigation and published literature has been presented in limiting cases. The obtained outcomes show that velocity of liquid particles decays via magnetic variable, while opposite behavior is examined for higher non-Newtonian parameter. Furthermore, nanoparticle concentration and temperature are enhanced for radiation and thermophoresis variables.