I/ Présentation<div class="ng-scope"><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="">
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">
</span> </span></div><div style="text-align: center;"><span></span></div><div style="text-align: left;"><span></span>C’est le cahier des charges fonctionnel du système (Le
système doit…). Ce sont les exigences du CdCF. Ce diagramme présente les
fonctions ou les contraintes que l’objet doit satisfaire. Nous allons
réutiliser ces éléments pour le diagramme suivant, le diagramme des cas
d’utilisation.</div><div style="text-align: left;"></div>
<div><o:p></o:p></div>
<div>Pour le réaliser :</div><div><o:p></o:p></div>
<div>1- Dans le premier rectangle, on indique le nom et
l’exigence du système (mission principale). <o:p></o:p></div>
<div>2- Ensuite, on décompose la mission principale en exigences
unitaires. On précise au-dessus l’élément concerné. <o:p></o:p></div>
<div>3- Pour chaque exigence unitaire, on peut ajouter des
précisions, des valeurs, des données.<span style="text-decoration-line: underline;"><o:p></o:p></span></div></div>II/ Exemple pour la pergola bioclimatique<div class="ng-scope"><div>
</div>
<div>La pergola bioclimatique permet de protéger une terrasse de
la météo… Lorsque
l’ensoleillement est important ou que la pluie se met à tomber, le toit de la
pergola bioclimatique se referme grâce à des lames orientables et lorsque le
temps est suffisamment sec et que la luminosité est raisonnable, les lames
s’ouvrent.</div><div></div><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="">
<img 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">
</span> </span></div><div style="text-align: center;"><span></span></div><div style="text-align: left;"><span></span><o:p></o:p><span style="font-family: Arial, "sans-serif"; font-size: 12pt;">La lecture de ce diagramme des exigences nous donne la
fonction d’usage de la pergola bioclimatique « Protéger automatiquement
une terrasse du soleil et de la pluie ». Pour réaliser cette fonction, le
système doit fermer le toit si la luminosité dépasse un seuil réglable ou s’il
pleut. La pergola bioclimatique doit pouvoir être commandée manuellement et
être alimentée en énergie.</span></div>
<div><span style="font-family: Arial, "sans-serif"; font-size: 12pt; line-height: 115%;"><o:p></o:p></span></div></div>III/ Exercice de lecture pour l'éclairage automatique<div class="ng-scope"><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="cursor: nwse-resize;">
<img 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">
</span> </span></div><div style="text-align: center;"><span></span></div><div style="text-align: left;"><span></span><span style="font-family: Calibri, "sans-serif"; font-size: 11pt;">D’après
le diagramme des exigences ci-dessus, que devra faire le dispositif d’éclairage
automatique pour remplir la fonction principale ?</span></div>
</div>5.0IV/ Exercice de lecture pour le radar de recul<div class="ng-scope"><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="cursor: ew-resize;">
<img 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">
</span> </span></div><div style="text-align: left;"><span></span></div><div style="text-align: left;"><span></span><span style="font-family: Calibri, "sans-serif"; font-size: 11pt;">Que
nous apprend le diagramme des exigences ci-dessus ?</span></div>
</div>5.0V/ Exercice de création pour le réfrigérateur<div class="ng-scope"><div>
</div>
<div>Relier la lettre au bon élément.</div><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="cursor: ns-resize;">
<img 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">
</span> </span></div></div>6.0AConserver les aliments au froidBMaintien de la températureCTempératureDDoit s’insérer facilement dans une cuisineEDimensionsFEsthétique