Mathematical modeling and simulation for keloid scars formation from the prosthetic blunt socket

The vast majority of mathematical models for the interaction between blunt-socket are formulated in terms of differential equations. We propose a mathematical model with the original small parameter for simulating the development process of scars, which is able to describe the emergent behaviors that occur during this process. This paper tries to simulate the formation process using data from keloide proceeds model healing of biology. From a medical point of view the physiological stages of wound healing the operators are: inflammation, proliferation, remodeling. Researchers and clinicians become more aware of the possibilities offered by the simulation of mathematical modeling. In this way we can recognize that there is a closely related relationship between the approaches in the analytical processing of the data obtained. A continuous interchange of the biological growth and remodeling from the drawn considerable attention in the last fifteen years. Modeling and simulation of keloid scar formation can provide valuable insights in the analysis and prediction of pressures directly proportional development of scar-socket interface. MATLAB simulation gives data on human body cells growth, division and turning into a command. In this system, is a small parameter asymptotic variable that shows pathological phenomena when cells growth too fast without any volume orders and develop scars called keloids. A graphical representation of the registered plan shows differences which can occur in the evolution of proliferating cells.