1997
DOI: 10.1002/(sici)1097-0290(19970120)53:2<139::aid-bit3>3.0.co;2-p
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Simulation of growth of a filamentous fungus in 3 dimensions

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Cited by 42 publications
(33 citation statements)
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“…An initial model was based on diffusion–reaction of a hypothetical intracellular growth-limiting component (Yang et al 1992a); this model was later extended to include the diffusion of limiting substrates and fragmentation due to shear forces (Meyerhoff et al 1995). Basing growth on a tip extension rate depending on oxygen concentration, a similar model combined microscopic morphology with analysis of solute profiles along the pellet radius and the fractal dimension (Lejeune and Baron 1997). Macroscopic (fermentation) models focus instead on the effects of mass transport on growth and production in a reactor, providing e.g.…”
Section: State Of the Art In Growth Modeling Of Filamentous Microorgamentioning
confidence: 99%
See 1 more Smart Citation
“…An initial model was based on diffusion–reaction of a hypothetical intracellular growth-limiting component (Yang et al 1992a); this model was later extended to include the diffusion of limiting substrates and fragmentation due to shear forces (Meyerhoff et al 1995). Basing growth on a tip extension rate depending on oxygen concentration, a similar model combined microscopic morphology with analysis of solute profiles along the pellet radius and the fractal dimension (Lejeune and Baron 1997). Macroscopic (fermentation) models focus instead on the effects of mass transport on growth and production in a reactor, providing e.g.…”
Section: State Of the Art In Growth Modeling Of Filamentous Microorgamentioning
confidence: 99%
“…Oxygen concentrations in concentric shells obtained with the three-dimensional model were subsequently compared with the radial (one-dimensional, 1D) oxygen profile obtained assuming spherical symmetry (Lejeune and Baron 1997). Obviously, the 3D model was computationally much more intensive than the 1D counterpart, but nevertheless resulted in a very similar oxygen concentration profile.…”
Section: Mathematical Model Descriptionmentioning
confidence: 99%
“…Knudsen & Stack [89] introduced the idea of a simulation model for hyphal growth of a fungal hyperparasite through soil and use of the model to predict the incidence of hyperparasitism of sclerotia of certain soilborne plant pathogens. Lejeune and Baron [90] and Lejeune et al [91] simulated the 3D growth of the filamentous fungus Trichoderma reesei, based on properties of mycelial growth (total hyphal length and total number of tips). Cross and Kenerley [92], using a combination of the Ratkowsky and Arrhenius equations, modeled colony growth of T. virens at different temperatures.…”
Section: Simulation Modeling Of Biocontrol Agent Performancementioning
confidence: 99%
“…From this simulation, it is possible to extend a model describing the kinetics of hyphal extension and stochastic branching to three dimensions. This model could be used to simulate the formation of a pellet from one or more spores [38]. A population model has been used to analyze single hyphal growth and fragmentation in submerged cultures.…”
Section: Modeling In Fungal Morphologymentioning
confidence: 99%