Panel methods are well-known methods for solving potential fluid flow problems. However, mixed configurations of obstacles with finite thickness and zero thickness have not been solved with these methods.
Diabetes mellitus is a disease that affects to hundreds of millions of people worldwide. Maintaining a good control of the disease is critical to avoid severe long-term complications. In recent years, a lot of research has been made to improve the quality of life of the diabetic patient, especially in the automation of glucose level control.
Surgical training is undergoing major changes with reduced resident work hours and an increasing focus on patient safety and surgical aptitude.
In loosely‐coupled aeroelastic computation, the aerodynamic and elastomechanical models are based on different grids and eventually a simplified structural model, like a shell or stick, is considered.
We consider a group decision-making problem where a set of alternatives have to be ranked according to fuzzy preference judgments given by multiple experts. We assume that expert assessments are expressed in the form of fuzzy multiplicative preference relations or fuzzy comparison matrices.
In this work, various turbulent solutions of the two‐dimensional (2D) and three‐dimensional compressible Reynolds averaged Navier–Stokes equations are analyzed using global stability theory.