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Learning about the process and organism: Batch Sef Heijnen, Department of Biotechnology, Faculty of Applied Sciences Chemostat Batch Control over , q s and q p , q s and q p ? Volume: constant Volume: not constant Broth balances in batch


  1. Learning about the process and organism: Batch Sef Heijnen, Department of Biotechnology, Faculty of Applied Sciences

  2. Chemostat Batch Control over µ, q s and q p µ, q s and q p ? Volume: constant Volume: not constant

  3. Broth balances in batch V L (t) c s (t) c x (t) c p (t) All time dependent

  4. Batch volume changes in time c s (t) c x (t) V L (t) t t t Volume change: water evaporation, pH-titrant addition

  5. Broth balances in batch Biomass: Substrate: Accumulation Conversion Accumulation Conversion NO STEADY STATE TIME DEPENDENT CONCENTRATIONS

  6. In batch we look at amounts N i N s N x t t

  7. Obtaining µ from a batch experiment: Set up the biomass balance Biomass balance: 3 variables (N X (t), t, µ (t)) UNSOLVABLE 2 variables (N X (t), t) 1 parameter (µ max ) SOLVABLE

  8. Obtaining µ from a batch experiment: Solve the biomass balance Separating variables Setting integral and initial values INTEGRATION or: Log-linear Exponential

  9. Obtaining µ max : Non-lineair data fitting to N x (t) N x (t)/N x (0) ln(N x (t)/N x (0)) μ max Slope = µ max t t Exponential relation Log-linear growth relation

  10. Obtaining q s,max : solving the substrate balance Substrate balance: Biomass balance: COMBINE Setting integral and initial values INTEGRATION Consumed substrate Produced biomass

  11. Obtaining q s,max /µ max : linear data fitting mol s consumed |(N s (t) - N s (0))| Slope = |q s,max /µ max | à | q s,max | = Slope * µ max mol x produced (N x (t) - N x (0))

  12. Wrap up: Learning about the process and organism: Batch We have learned about the batch that: Batch broth volume seldom constant in time • Balances show: use amounts, not concentrations • Biomass balance • Biomass growth is exponential in time • Allows to calculate µ max • q s,max and q p,batch found through combi-balances • Combi-balances show that linear plots of consumed s or • produced p against produced x should be made

  13. See you in the next unit!

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