Stability Analysis of The Stagnation-Point Flow and Heat Transfer Over a Shrinking Sheet in Nanofluid in The Presence of MHD and Thermal Radiation

Recent developments in the field of fluid dynamics have led to a new interest stability analysis. The numerical solution obtained from problems flow at stagnation point, as well heat transfer with MHD and thermal radiation effects over shrinking sheet, is used carry out this problem considered nanofluids Buongiorno's model employed. boundary layer equation by reducing governing equations an ordinary differential equation. Partial are converted using suitable similarity transformation. bvp4c simulation on Matlab then solve equations. According data, dual solutions occur specific range α. parameter α refers stretching/shrinking where (less than 0) main reason exists. analysis presented graphically tabular form prove that there two only one them stable. As result, our research shows stable first solution, but not second.