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Basic Features of the Kinetic Sub-model

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16.5 Conclusion

This chapter has shown how the basic empirical kinetic equation is written, and how the parameters of the equation can be written as functions of the key environmental variables. The next chapter extends the discussion to how we can model the effects that growth has on the environment of the organism.

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Further Reading

  • Viccini G, Mitchell DA, Krieger N (2003) A model for converting solid state fermentation growth profiles between absolute and relative measurement bases. Food Technol Biotechnol 41:191–201

    CAS  Google Scholar 

  • Dalsenter FDH, Viccini, G, Barga MC, Mitchell DA, Krieger N (2005) A mathematical model describing the effect of temperature variations on the kinetics of microbial growth in solid-state culture. Process Biochemistry 40:801–807

    Article  CAS  Google Scholar 

  • Hamidi-Esfahani Z, Shojaosadati SA, Rinzema A (2004) Modelling of simultaneous effect of moisture and temperature on A. niger growth in solid-state fermentation. Biochem Eng J 21:265–272

    Article  CAS  Google Scholar 

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© 2006 Springer-Verlag Berlin Heidelberg

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Mitchell, D.A., Viccini, G., Ikasari, L., Krieger, N. (2006). Basic Features of the Kinetic Sub-model. In: Mitchell, D.A., Berovič, M., Krieger, N. (eds) Solid-State Fermentation Bioreactors. Springer, Berlin, Heidelberg. https://doi.org/10.1007/3-540-31286-2_16

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