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The dimensioning of the system is based on successful initial field results, with a further expansion of trials on the Isles of Bute and Tiree planned.
The results give practical insight on the possible dimensioning of the system, show the optimal network designs, and how these vary with a reduction of the available budget.
Finally, the dimensioning of the system model determines the required land areas for sustainable supply and shows that the system configuration has features of a carbon-absorbing city and thus exceeds the concept of a zero-emission city.
It also allows the dimensioning of the system components to maintain a 500 l cold box at −20 °C during the 6 sunniest months of the year under typical Mediterranean weather conditions and provide over 80% of the total yearly cooling needs of this box.
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Specific guidelines for the dimensioning of the systems are proposed, on the basis of an easy to implement steady state model.
In view of all these results, it can be said that, on a given site, the direct use of a model proposed in the literature can lead to incorrect values which can considerably influence the dimensioning of solar systems and hence over sizing or the under-dimensioning of the system under consideration.
Therefore, the dimension of the system algebra is 2 d 2 + d.
The dimensions of the system are representative to those of previous experiments reported in the literature.
The proposed algorithm is independent of the dimension of the system.
The excess power minimization indirectly minimizes the cost because it restricts the dimensions of the system.
Therefore, the dimension of the system algebra is 2 d 2 + 3 d + 1.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com