Effect EFFECT THE ENERGY ON(Y-H-D)TYPES OF FUNGI
Dichotomous branching, Tip-hypha anostomosis, Hyphal death
DOI:
https://doi.org/10.55202/ajms.v2i1.104الكلمات المفتاحية:
Dichotomous branching، Tip-hypha anostomosis، Hyphal deathالملخص
The mathematical model is model show behavior for growth of Tip-tip anastomosis, Tip death hyphal death and we show the consumption energy. In general, To mathematical modeling to shorten the effort , time and mony to get the right result even though there is error ratio. In this paper we will study a mathematical model of branching using the solution of a system of partial equations (PDEs). The results of this solution will be describe a success or failure of the growth of the fungus species studied, and we used some codes in numerical analysis because some difficulty in direct mathematical solution.
المراجع
Ali Hussein Shuaa Al-Taie , Continuum models for fungal growth. 2011. PhD Thesis. University of Dundee.
Mudhafar Habeeb Zmakh,AL-QARAGHULI. Mathematical models of Biological Growth ,M.S.C thesis , Ministry of Higher Education,Dhiqar University, (2013).
Michael J. Markowski, (2008), Modeling behavior in vehicular and pedestrian traffic flow.
Edelstein, (1982), L. The propagation of fungal colonies: A model for tissue growth. Journal of theoretical Biology, J theor.Biol. 98:679-710.
,Schnepf,A. and Roose,T.2006, Modelling the contribution of arbuscular mycorrhizal fungi.
التنزيلات
منشور
كيفية الاقتباس
إصدار
القسم
الرخصة
الحقوق الفكرية (c) 2023 Akkad Journal Of Multidisciplinary Studies

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