Mathematical Model Of YFWXHD Branching Type With Hyphal Death

Abstract

Mathematical modeling is used to describe the fungus growth process. This model depicts the growth-related behavior of Dichotomous branching, Lateral branching , Tip-tip anastomosis , Tip death due to Overcrowding, Tip-hypha anasto-mosis with haphal death , we are aware that fungi require money to flourish. Money and effort. Thus, we get a mathematical solution. Although the error ratio, to reduce the time, expense, and work needed to get the right conclusion. In this paper, we will use a system of partial differential equations to solve a mathematical model (PDEs), and for the numerical analysis, we applied several codes, (pplane8, pdepe).

Keywords

• Lateral branching, Tip-tip anastomosis, Tip death due to overcrowdin, Tip-hypha anastomosis , Haphal death