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Following a period during which the growth rate of the cells gradually increases, the cells grow at a constant, maximum rate and this period is known as the log, or exponential, phase and the increase in biomass concentration will be proportional to the initial biomass concentration. ∝ dx dt x where x is the concentration of microbial biomass (g dm −3 ), t is time (h), d is a small change. This proportional relationship can be transformed into an equation by introduc- ing a constant, the specific growth rate (µ), that is, the biomass produced per unit of biomass and takes the unit per hours. Thus: µ = dx dt

Question
[default - edit me]
Answer
?

Question
[default - edit me]
Answer
Following a period during which the growth rate of the cells gradually increases, the cells grow at a constant, maximum rate and this period is known as the log, or exponential, phase and the increase in biomass concentration will be proportional to the initial biomass concentration. ∝ dx dt x where x is the concentration of microbial biomass (g dm −3 ), t is time (h), d is a small change. This proportional relationship can be transformed into an equation by introduc- ing a constant, the specific growth rate (µ), that is, the biomass produced per unit of biomass and takes the unit per hours. Thus: µ = dx dt
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owner: stuckonrepeat21 - (no access) - Principles of Fermentation Technology (Peter F Stanbury, Allan Whitaker etc.) (z-lib.org).pdf, p27

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