Speaker
Dr
Fabio Difonzo
(University of Bari - Department of Mathematics)
Description
In this work we investigate a tool for optimizing the amount of water necessary for an efficient irrigation. In particular, we propose an optimal control approach for suitably handling top boundary conditions in Richards' equation, in a 1D spatial domain. The minimization problem of the given objective functional aims at optimizing the root water uptake term while minimizing the amount of water provided in the irrigation process.
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Author
Marco Berardi
(Consiglio Nazionale delle Ricerche - Istituto di Ricerca sulle Acque)
Co-authors
Dr
Fabio Difonzo
(University of Bari - Department of Mathematics)
Dr
Roberto Guglielmi
(University of Waterloo )
