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The New Jersey Institute of Technology's
Electronic Theses & Dissertations Project

Title: The catabolism of arginine by lactobacillus brevis in a chemostat
Author: Carque, Jeanette
View Online: njit-etd1985-016
(ix, 290 pages ~ 5.9 MB pdf)
Department: Department of Chemical Engineering, Chemistry and Environmental Science
Degree: Master of Science
Program: Chemical Engineering
Document Type: Thesis
Advisory Committee: Greenstein, Teddy (Committee chair)
Parker, Richard Clyde (Committee member)
Lewandowski, Gordon (Committee member)
Date: 1985-05
Keywords: Fermentation
Enzymes
Availability: Unrestricted
Abstract:

A total of thirty chemostat runs were evaluated for steady state biomass concentration of L. brevis and arginine deiminase activity at dilution rates ranging from 0.022 to 0.1.07 h-1 for a substrate feed consisting of 1.0% glucose and 0.5% arginine (w/v). Biomass concentration and enzyme activity responses were also evaluated for variations in glucose concentration from 0.05% to 1.5% and variations in arginine concentrations from 0.25% to 1.0% at a constant dilution rate (0.06 h-1).

The system exhibited multiple steady states for the range of dilution rates from 0.022 to 0.107 h-1. A steady state biomass concentration of 0.131 mg cells/ml and an enzyme activity measuring 0.065 units/mg p were obtained at a low dilution rate (0.036 h-1). At a higher dilution rate (0.097 h-1) the biomass was 0.049 mg cells/mi and the enzyme activity was 0.022 units/mg p. Wash-out of biomass occurred above a dilution rate of 0.107 h-1.

Optimum enzyme activity in the chemostat occurred when the glucose concentration was reduced to 0.05% with an arginine concentration of 0.5%. Batch results demonstrated an even higher activity for a stationary phase culture with the same initial substrate concentrations. The resulting optimum activities for chemostat and batch cultures were 0.083 and 0.114 units/mg p, respectively.

The possibilities of glucose-mediated catabolite repression or other mechanisms regulating arginine catabolism are discussed for both batch and continuous conditions.


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