Yeast colony growth which can grow and produce buds can be modelled by using circular granular cells in two-dimensional form. The organizations of particles in granular materials as modelled as yeast colony growth have complex organizations on a spatial scale. Such organizations may affect how materials respond or reconfigure when exposed to external interference or loading. Particles have been studied in theoretical and require the development and application of appropriate mathematical, statistical, physical and computational frameworks. Usually, granular materials have been explored using particles or circuit models that are implicit. Today the development of network science has emerged as a powerful approach to investigate and characterize heterogeneous architecture in complex systems and diverse methods have yielded interesting insights into granular materials. In this study will learn granular materials (yeast colony growth) with the network-based approach and explore the potential of these frames to provide a useful description of yeast colony growth. This study will focus on finding the relation between the spatial position of the cells and generation that is formed.
Until now, many studies were conducted on microorganisms in order to make the best use of them and prevent the loss. As a type of microorganism that is widely utilized by humans, the yeast has a simple single cell structure that can represent many other complex cell processes and generally has almost elliptical shapes making it easier to model for further investigation. In this study, we model yeast cells with two dimensional circular granular particles and the interaction between them are modeled by the force of gravity, normal force, and Stokes force. The growth and birth factor of yeast cells are modeled stochastic with the simulation is done by using javascript programming language. From the simulation results obtained, showing the growth of yeast cells in the colony has a behavior that is in accordance with the theory, which grows exponentially, as well as the growth of the size of the colony radius whose growth rate is half to the rate of growth of its number of cells.
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