Calculation of the bacterial growth rate from a spectrophotomer growth curve?
Typically the microbial growth in liquid cultures is monitored by turbidity. Data is obtained with a spectrophotometer to measure optical density at 600nm. The slope of the bacterial kinetic curve in exponential phase is the growth rate.
But I have seen two ways of calculate the growth rate:
1. Growth rate = Maximum slope value of the Kinetic curve
2. $Log_{10}$ transformation of the growth data and then calculate the slope.
I think the second one is right if you want to calculate the generation time:
generation time = $\\frac{ln(2)}{Growth rate}$.
What is the correct way to calculate the growth rate and then generation time?