Avalekander Week 11: Difference between revisions

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→‎Background: adding more background from the paper
(→‎Methods: altering methods a touch)
(→‎Background: adding more background from the paper)
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==Background==
==Background==


*The chemostat is an idealized environment for displaying the growth of yeast populations.
*Nutrients are fed continuously in the chemostat at a fixed flow rate and concentration, and effluent is extracted at a fixed flow rate as well.
*It can be assumed that the contents of the chemostat are thoroughly mixed and that concentrations are uniform throughout.
*The parameters below are based on this assumption that all yeast cells have equal access to nutrients.
*u= feed concentration (mass or molar)
*u= feed concentration (mass or molar)
*q= dilution rate (1/time)
*q= dilution rate (1/time)
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*V= volume of the mixture in the tank (constant)
*V= volume of the mixture in the tank (constant)
Rate of change of nutrient = inflow rate – outflow rate – rate consumed in the tank.
Rate of change of nutrient = inflow rate – outflow rate – rate consumed in the tank.
*The model of consumption is called Monod, Michaelis-Menten, or Briggs-Haldane, and it adds a third term to the mass balance equation due to cell consumption of nutrient.


==Methods==
==Methods==
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