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Batch growth of micro-organisms

After inoculation, assuming no lag phase, the resultant growth can be analysed by considering the unsteady-state material balances for the substrate and biomass. The general form of this balance for a fermenter is  [Pg.365]

Since a batch process is being considered, the flow in and out of the fermenter are both zero and the expression reduces to  [Pg.366]

The yield coefficient may also be expressed in its integral form as  [Pg.366]

If the growth follows the Monod kinetic model, then equation 5.62 may be substituted into equation 5.115 to give  [Pg.366]

The condition of the fermentation after any time t would then be given by  [Pg.367]


See other pages where Batch growth of micro-organisms is mentioned: [Pg.365]    [Pg.365]   


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