Simulation studies on the hemodynamic model for blood flow

One of the important fluid flows is blood flow seen in hemodynamics, which is a vital process and carries many ingredients from one place to another in the interior of the body. Blood is a special suspension; it is a non-Newtonian fluid as the blood flow cannot be compressed due to the imbalance in strain force and velocity. The blood flow is modelled by various equations which are based on fundamental equations such as Korteweg-De Vries (KdV) equation, nonlinear Schrödinger type equations. Our aim in this study is that the solitary solutions of the blood flow models are obtained in explicit form via Bernoulli method which is one of the ansatz-based methods. The results will be an important role in improving the models and they will support the theoretical basis and diagnose some blood diseases.