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A mathematical model of bacterial growth using soil bacterial communities

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dc.contributor.author Bulgariu, Emilian
dc.contributor.author Chiruță, Ciprian
dc.contributor.author Călin, Marius
dc.contributor.author Lipșa, Florin-Daniel
dc.contributor.author Gafencu, Andrei-Mihai
dc.contributor.author Ulea, Eugen
dc.date.accessioned 2021-07-22T07:32:35Z
dc.date.available 2021-07-22T07:32:35Z
dc.date.issued 2018
dc.identifier.citation Bulgariu E., C. Chiruță, M. Călin, F. D. Lipșa, A. M. Gafencu, E. Ulea. 2018. "A mathematical model of bacterial growth using soil bacterial communities." Lucrări Știinţifice USAMV – Iași Seria Horticultură, 61(1): 275-280.
dc.identifier.issn 2069-8275
dc.identifier.uri https://repository.iuls.ro/xmlui/handle/20.500.12811/1781
dc.description.abstract A bacterial growth model is presented starting from the Malthusian model of exponential growth. Considering the growth rate being a linear function, we can express it using the bacterial tolerance grade over different conditions. Resolving the obtained differential equation, we plot the growth of the bacterial population for the studied initial conditions. The numerical increase of soil bacterial population cultivated on common microbiological growth media (Potato dextrose agar –abbreviated PDA) is studied. en_US
dc.language.iso en en_US
dc.publisher “Ion Ionescu de la Brad” University of Agricultural Sciences and Veterinary Medicine, Iași en_US
dc.subject mathematical model en_US
dc.subject bacterial growth en_US
dc.subject model matematic en_US
dc.subject evoluţia numărului de bacterii en_US
dc.title A mathematical model of bacterial growth using soil bacterial communities en_US
dc.title.alternative Un model matematic al creşterii bacteriilor utilizând comunităţile bacteriene din sol en_US
dc.type Article en_US
dc.author.affiliation E. Bulgariu, C. Chiruță, M. Călin, F. Lipșa, A. M. Gafencu, E. Ulea, University of Agricultural Sciences and Veterinary Medicine Iasi, Romania
dc.publicationName Lucrări Știinţifice USAMV – Iași Seria Horticultură
dc.volume 61
dc.issue 1
dc.publicationDate 2018
dc.startingPage 275
dc.endingPage 280


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