In order to analyze the pressure behaviors of polymer flooding reservoir, a mathematical
well testing interpretation model of NewtonnonNewtonian composite fracturing vertical well was established based on polymer flooding process.
According to the basic theory of point source function, the Laplace space analytic solution of finiteconductivity fracturing wells was obtained
by using Laplace integral transformation and finite cosine Fourier transform; on this basis, the analytic solution of the mathematical well
testing interpretation model of the finiteconductivity fracturing vertical wells in NewtonnonNewtonian composite reservoir was derived by
combining the fracture conductivity function. Finally, the typical dimensionless bottomhole pressure and pressure derivative characteristic curves
were calculated and plotted by Stehfest numerical inversion. The results show that the power law exponent has a certain influence on the change of
the bottomhole pressure. The smaller the power law exponent, the more obvious the upper warp of the nonNewtonian pressure and pressure
derivative curves, and the curves are straight lines with a slope of (1n)/(3n). The greater the conductivity, the less obvious the
characteristics in the bilinear flow stage. The higher the mobility ratio in the NewtonNonNewtonian zone and the smaller the radius of Newton
zone, the higher the position on the nonNewtonian pressure and pressure derivative curves. The model plays an important role in the
interpretation of polymer flooding testing data and the effect evaluation of polymer flooding.