Abstract
Cheddar cheese undergoes a number of biochemical changes during ripening. These processes were modelled with differential equations in a project at MISG2013 (the 2013 mathematics-in-industry study group) at Queensland University of Technology, Australia. Models could aid in the prediction of cheese quality from initial measurements. The model is presented and the effect of small changes in initial conditions is explored.
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Acknowledgements
We are grateful to Fonterra Cooperative Group for providing this project for MISG2013 and to the Industry representative Joanne Simpson for her valuable input. We thank the director for the MISG Troy Farrell and his team for the hospitality at QUT. We also acknowledge the other team members for their contribution to the MISG project: Matthew Adams, Pamela Burrage, Elliot Carr, Eamon Conway, Mark Flegg, Tony Gibb, Peter van Heijster, Michael Jackson, Brodie Lawson Sama Low Choy, Nurul Syaza Abdul Latif, Andrew Macfarlane, Louise Manitzky, Kaye Marion, Phil Watson, Bill Whiten and Andy Wilkins.
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Sweatman, W.L., Psaltis, S., Dargaville, S., Fitt, A. (2016). A Mathematical Model of the Ripening of Cheddar Cheese. In: Russo, G., Capasso, V., Nicosia, G., Romano, V. (eds) Progress in Industrial Mathematics at ECMI 2014. ECMI 2014. Mathematics in Industry(), vol 22. Springer, Cham. https://doi.org/10.1007/978-3-319-23413-7_143
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DOI: https://doi.org/10.1007/978-3-319-23413-7_143
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