2019
DOI: 10.1386/jicms.7.3.443_4
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Abstract: Loro 1 and Loro 2, Paolo Sorrentino (dir.) (2018) Italy and France: Indigo Films Piccole avventure romane (Fleeting Roman Adventures), Paolo Sorrentino (dir.) (2018) Italy: Collateral Films and Indigo Film. Del desiderio e del godimento: viaggio al termine dell’ideologia ne La grande bellezza di Paolo Sorrentino, Guido Mori (2018) Milan: Mimesis, 195 pp., ISBN 978-8-85754-246-1, p/bk, €18.00 La maschera, il potere, la solitudine: il cinema di Paolo Sorrentino, Franc… Show more

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Cited by 5 publications
(6 citation statements)
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“…Moreover, to evaluate the depleting effect of high temperatures on G&D, the following alternative truncated conditions are adopted: If T m > UC then T m = UC or T m = UC − (T m − UC). A more physiologically-based way to simulate thermal resources, taking into account the effect of sub-optimal or supra-optimal temperatures, is provided by the NHH method that converts hourly average temperatures to a normal value in the range 0-1 by means of a suitable response curve like that shown in Figure 2, growing from 0 to 1 between LC and LO, equal to 1 between LO and UO and linearly decreasing from 1 to 0 between UO and UC [34]. This method enables quantification of thermal limitation by low temperatures, when normal hours are useless because they are sub-optimal (LHH), and by high temperatures, when normal hours are useless because they are supra-optimal (HHH), respectively expressed as a complement to 1 for the NHH value.…”
Section: Quantitative Approach To Temperature Resources and Limitatiomentioning
confidence: 99%
See 1 more Smart Citation
“…Moreover, to evaluate the depleting effect of high temperatures on G&D, the following alternative truncated conditions are adopted: If T m > UC then T m = UC or T m = UC − (T m − UC). A more physiologically-based way to simulate thermal resources, taking into account the effect of sub-optimal or supra-optimal temperatures, is provided by the NHH method that converts hourly average temperatures to a normal value in the range 0-1 by means of a suitable response curve like that shown in Figure 2, growing from 0 to 1 between LC and LO, equal to 1 between LO and UO and linearly decreasing from 1 to 0 between UO and UC [34]. This method enables quantification of thermal limitation by low temperatures, when normal hours are useless because they are sub-optimal (LHH), and by high temperatures, when normal hours are useless because they are supra-optimal (HHH), respectively expressed as a complement to 1 for the NHH value.…”
Section: Quantitative Approach To Temperature Resources and Limitatiomentioning
confidence: 99%
“…average temperatures to a normal value in the range 0-1 by means of a suitable response curve like that shown in Figure 2, growing from 0 to 1 between LC and LO, equal to 1 between LO and UO and linearly decreasing from 1 to 0 between UO and UC [34]. This method enables quantification of thermal limitation by low temperatures, when normal hours are useless because they are sub-optimal (LHH), and by high temperatures, when normal hours are useless because they are supra-optimal (HHH), respectively expressed as a complement to 1 for the NHH value.…”
Section: Quantitative Approach To Temperature Resources and Limitatiomentioning
confidence: 99%
“…Their ejection from the surface is possible if their energy is larger than the work function which is 0.9 eV for quartz [33,34]. For low energy ejection, surface effects may modify the distribution [35]. However, this influence is negligible for the most energetic electrons which are considered here.…”
Section: Kinetic Modeling Of the Laser Induced Electron Dynamicsmentioning
confidence: 99%
“…In relation to the specific reliability issue here addressed, once the electrostatic force leading to stopper failure has been determined, it is possible to infer the polysilicon strength provided that the stress state is correctly evaluated in the reference volume where failure occurs. This is implicitly related to the brittleness of polysilicon, so that the maximum principal (tensile) stress at failure is assumed to match its tensile strength according to a Rankine-like criterion [6].…”
Section: Introductionmentioning
confidence: 99%