Model for growth and morphology of fungal mycelium
Bhagyashri Shinde, Shagufta Khan, Sudipto Muhuri

TL;DR
This paper introduces a minimal lattice gas model that captures the growth, branching, and morphology of fungal mycelium, providing insights into hyphal dynamics and colony structure through analytical and simulation approaches.
Contribution
The study presents a novel minimal model linking hyphal growth dynamics with colony morphology, validated against experimental data.
Findings
Vesicle distribution along hyphae is exponential.
Hyphal length grows logarithmically over time.
Colony morphology exhibits variability based on model parameters.
Abstract
We present a minimal driven lattice gas model which generates the morphological characteristics associated with single colony mycelium arising from the growth and branching process of fungal hyphae, which is fed by a single source of nutrients. We first analyze the growth and transport process in the primary hypha modeled as a growing 1-d lattice, which is subject to particle (vesicle) loss due to presence of dynamically created branching sites. We show that the spatial profile of vesicles along the growing lattice is an exponential distribution, while the length grows logarithmically with time. We also find that the probability distribution of length of the hypha tends to a Gaussian distribution function at late times. In contrast, the probability distribution function of the time required for growth to a specific length tends to a broad log-normal distribution. We simulate the…
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