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The Effect of Energy on (F-X-D) Types of Fungi, with Exponential Function

    Authors

    • Prof. Dr. Ali Hussein Shuaa
    • Nabaa Fawzi Khwedim
,

Document Type : Research Paper

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Abstract

In my paper learning growth of types of fungi when mix two types Branching, Tip death. These types are Consumed all the energy, i.e. here the energy equals one. This biological phenomenon is represented as mathematical model as partial differential equations (PDEs). In study need, which is the fact for the evolution fungi, Solution of system depended on numerical solution and this solution gives approximation solution. Some steps on this solution as steady states, phase plane, travelling wave solution and using code to solve it when determent the initial condition after that we show the behaviour of growth of fungi.Where:F=Lateral branchingH=Tip-hypha anastomosisD=Hyphal death

Keywords

  • Branching
  • Tip dearh
  • Energy
  • Exponential function
  • hyphal death
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Alkut university college journal
Volume 8, issue1
September 2023
Page 196-204
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  • Article View: 770
  • PDF Download: 49

APA

Shuaa, P. D. A. H. and Khwedim, N. F. (2023). The Effect of Energy on (F-X-D) Types of Fungi, with Exponential Function. Alkut university college journal, 8(issue1), 196-204.

MLA

Shuaa, P. D. A. H. , and Khwedim, N. F. . "The Effect of Energy on (F-X-D) Types of Fungi, with Exponential Function", Alkut university college journal, 8, issue1, 2023, 196-204.

HARVARD

Shuaa, P. D. A. H., Khwedim, N. F. (2023). 'The Effect of Energy on (F-X-D) Types of Fungi, with Exponential Function', Alkut university college journal, 8(issue1), pp. 196-204.

CHICAGO

P. D. A. H. Shuaa and N. F. Khwedim, "The Effect of Energy on (F-X-D) Types of Fungi, with Exponential Function," Alkut university college journal, 8 issue1 (2023): 196-204,

VANCOUVER

Shuaa, P. D. A. H., Khwedim, N. F. The Effect of Energy on (F-X-D) Types of Fungi, with Exponential Function. Alkut university college journal, 2023; 8(issue1): 196-204.

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