Estimation of growth kinetic parameters in batch fermentation | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Objective: To study the batch growth kinetics and establish the key kinetic parameters a) Maximum specific growth rate (μm) h -1
Prepare 400 ml seed culture medium of the above composition. Take 200 ml medium each in two 500 ml flasks. Adjust the pH to 7.0 with NaOH. A mixture containing Glucose and CaCl2 is to be taken in one flask while the remaining medium components are taken in another flask. The above two flasks are sterilized separately and reconstituted in laminar hood only after cooling. Acid/Base Solutions for pH control: Prepare 200 ml each of 1N HCl and 1N NaOH solutions in 500 ml flasks. Place cotton plugs and connect the silicon tubing for peristaltic pumps. Clamp the tubings and autoclave them. Antifoam agent: Prepare 25 ml of a 5% suspension of silicon oil in poly propylene glycol (PPG) solution and sterilize in the autoclave. Production Medium: The above medium recipe composition is also to be used for the bioreactor. Procedure:
Take samples every hour. Immediately take the Optical Density at 620 nm using a spectrophotometer. Calculate the biomass using the OD vs biomass correlation. For the measurement.
Observations: Tabulate your observations in the following table -
Computations:
Ignore the lag period of the cultivation where in no increase in biomass is observed. Plot loge "X" vs "t" curve in the exponential phase of the growth. The slope of this curve is the specific growth rate of the culture.
Plot "X" and "S" vs time curves. Select 5 points in the declining phase on the growth curve (reducing subtrate concertation). Draw tangents for "X" vs "t" curve to calculate "dX / dt". Identify the corresponding values of "S" at the same points which were used for making the tangents and consolidate the data in the following table (Please see the graph for detailed explanation) :
Plot "1 / μ" vs "1 / S". Fit a linear regression line through the data points. Assuming the applicability of Monod’s Equation µ = µmax S / (KS + S) Therefore 1 / µ = ( KS / µmax ) 1 / S + 1 / µmax The slope of above line = (KS / µmax) and the intercept (1/ µmax) on abscissa = (1/μm). From these compute the values of "μm" and "Ks".
Figure out the total biomass produced out of the entire substrate as shown in the figure:
It is computed as the ratio of tangents to the biomass curve and substrate curve i.e., (dX / dt ) / (dS / dt) at different time intervals.
To compute overall productivity of biomass calculate (XF – XO) / (TF – TO). |
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