Mathematical Model Of YFWXHD Branching Type With Hyphal Death

Tamadhir Jafaar Kadhim, Ali Hussein Shuaa
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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).
具有菌丝死亡的YFWXHD分枝型的数学模型
用数学模型来描述真菌的生长过程。该模型描述了与生长相关的二分分支、侧分支、尖端吻合、尖端过度拥挤导致死亡、尖端菌丝吻合与菌丝死亡,我们意识到真菌需要金钱才能繁荣。金钱和努力。因此,我们得到了一个数学解。虽然错误率高,但减少了得到正确结论所需的时间、费用和工作量。在本文中,我们将使用一个偏微分方程组来求解一个数学模型(PDEs),并且为了进行数值分析,我们应用了几个代码(plane8, pdepe)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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