Open AccessA preliminary and qualitative study of resource ratio theory to nitrifying lab‐scale bioreactors
Author(s) -
Bellucci Micol,
Ofiţeru Irina D.,
Beneduce Luciano,
Graham David W.,
Head Ian M.,
Curtis Thomas P.
Publication year - 2015
Publication title -
microbial biotechnology
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.287
H-Index - 74
ISSN - 1751-7915
DOI - 10.1111/1751-7915.12284
Subject(s) - context (archaeology) , species richness , resource (disambiguation) , bioreactor , biochemical engineering , biology , diversity (politics) , nitrification , ecology , computer science , environmental science , chemistry , engineering , computer network , paleontology , botany , organic chemistry , sociology , anthropology , nitrogen
Summary The incorporation of microbial diversity in design would ideally require predictive theory that would relate operational parameters to the numbers and distribution of taxa. Resource ratio‐theory ( RRT ) might be one such theory. Based on Monod kinetics, it explains diversity in function of resource‐ratio and richness. However, to be usable in biological engineered system, the growth parameters of all the bacteria under consideration and the resource supply and diffusion parameters for all the relevant nutrients should be determined. This is challenging, but plausible, at least for low diversity groups with simple resource requirements like the ammonia oxidizing bacteria ( AOB ). One of the major successes of RRT was its ability to explain the ‘paradox of enrichment’ which states that diversity first increases and then decreases with resource richness. Here, we demonstrate that this pattern can be seen in lab‐scale‐activated sludge reactors and parallel simulations that incorporate the principles of RRT in a floc‐based system. High and low ammonia and oxygen were supplied to continuous flow bioreactors with resource conditions correlating with the composition and diversity of resident AOB communities based on AOB 16S rDNA clone libraries. Neither the experimental work nor the simulations are definitive proof for the application of RRT in this context. However, it is sufficient evidence that such approach might work and justify a more rigorous investigation.