Growth curve nuances: the brief transitional period after lag but before full exponential growth, with gradually increasing division rate, is commonly called the accelerated growth phase. It is often included as part of which phase?

Difficulty: Easy

Correct Answer: Exponential (log) growth phase

Explanation:


Introduction / Context:
Standard batch growth curves are divided into lag, exponential (log), stationary, and death phases. Some texts further describe transitional subphases that refine the dynamics of entry into exponential growth. Recognizing how these are grouped improves interpretation of sampling data and model fitting.


Given Data / Assumptions:

  • Cells adapt during lag, then accelerate division as machinery ramps up.
  • Accelerated growth shows an increasing specific growth rate approaching mu_max.
  • Taxonomy of phases varies slightly between references.


Concept / Approach:
The accelerated growth phase bridges lag and steady log growth. Because division rate is rising and the system is on its way to the constant-mu regime, many authors include it within the exponential growth phase, particularly when plotting on semi-log axes where curvature straightens toward a line.



Step-by-Step Solution:
1) Identify the hallmark: mu increases with time after adaptation completes.2) Compare to lag (very low mu) and true log (mu approximately constant at mu_max).3) Since the process is converging to log behavior, categorize it under the exponential phase.


Verification / Alternative check:
Process sampling often reveals rising specific oxygen uptake rate (qO2) and substrate uptake just before linear semi-log plotting begins—consistent with accelerated growth being grouped with log phase.


Why Other Options Are Wrong:
Lag: dominated by adaptation, not rising division rate per se.Stationary/Death: occur after nutrients limit or toxins accumulate, not before log growth.


Common Pitfalls:
Overinterpreting phase boundaries as sharp; they are operational and can overlap depending on measurement frequency.


Final Answer:
Exponential (log) growth phase

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