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<p style="text-align: left;"><img src="https://learn.digitalearthafrica.org/asset-v1:digitalearthafrica+DEA101+2021+type@asset+block@01_vegetation_analysis_ch.PNG" alt="Screenshot from the crop health notebook." style="text-align: left;" /></p>
<p style="text-align: left;"><i>Le Crop Health notebook étudié dans la session 1 est un exemple d'étude de cas. Nous avons maintenant suffisamment de connaissances sur la sandbox pour construire une analyse complète de la végétation similaire.</i></p>
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<p>Dans la dernière session, nous avons calculé l’indice de végétation par différence normalisée (NDVI) comme méthode de mesure de la végétation verte sur une zone d’intérêt.</p>
<p>L’indice a rendu les données d’observation de la Terre plus faciles à analyser et a permis une comparaison entre les périodes. Dans notre carte NDVI d’un champ de culture, nous avons pu voir qu’il y avait des variations saisonnières sur les géomédians trimestriels. Cependant, cette information en elle-même fournit peu de contexte pour une utilisation ultérieure. Pourquoi examinons-nous ce domaine? Les résultats correspondent-ils à ce que nous attendions? Comment pouvons-nous utiliser ces informations?</p>
<p>La façon dont vous analyserez les données de Digital Earth Africa dépendra de <strong>ce que vous voulez savoir</strong>. Maintenant que nous en savons plus sur les avantages et les limites des indices de végétation, nous pouvons les utiliser pour former la base d’une étude de cas complète qui informe un utilisateur d’un résultat réel.</p>
<p>Cette session vous montrera comment étendre les calculs de jeux de données de manière pertinente. Cette section décrit certains objectifs communs de l’analyse de la végétation et fournit des références à des exemples de notebook d’études de cas. Les sections suivantes parcourent un didacticiel sur la façon de créer un notebook sur la détection des changements de végétation.</p>
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<p style="text-align: left;"><img src="https://learn.digitalearthafrica.org/asset-v1:digitalearthafrica+DEA101+2021+type@asset+block@01_vegetation_analysis_crop.PNG" alt="A crop field in Africa." style="text allign: left;" /></p>
<p style="text-align: left;"><i>La sécurité alimentaire est un axe majeur des Objectifs de développement durable (ODD) de l’ONU. Les ODD sont un principe clé du programme Digital Earth Africa.</i><em> <a href="https://rcmrd.org/servir-regional-cropland-assessment-and-monitoring-service" target="[object Object]">[Source de l’image]</a></em></p>
<p style="text-align: left;">La croissance des végétaux est la pierre angulaire de la vie sur Terre. La surveillance de la végétation peut nous donner un aperçu de :</p>
<ul>
<li><strong>Agriculture:</strong> y compris les cultures, les modèles saisonniers et les changements dans l’utilisation des terres</li>
<li><strong>Santé et industrie de l'e</strong><strong>nvironnement</strong><strong>:</strong> y compris la sylviculture, l’exploitation forestière et minière</li>
<li><strong>Climat:</strong> y compris la désertification et la sécheresse</li>
</ul>
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<p style="text-align: left;">Plusieurs études de cas basées sur des indices de végétation ont déjà été réalisées à l’aide de la sandbox Digital Earth Africa. Ces notebook détudie de cas se trouvent dans le dossier Sandbox appelé <strong>Real_world_examples</strong>.</p>
<p style="text-align: left;">Le dossier <strong>Real_world_examples</strong> contient de nombreuses études de cas ; les notebooks relatifs à la végétation sont résumés ci-dessous.</p>
<ul>
<li><code class="docutils literal notranslate" style="box-sizing: border-box; font-family: SFMono-Regular, Menlo, Monaco, Consolas, 'Liberation Mono', 'Courier New', Courier, monospace; font-size: 16px; white-space: nowrap; max-width: 100%; background-image: initial; background-color: #ffffff; border: 1px solid #e1e4e5; padding: 2px 5px; color: #e74c3c; overflow-x: auto;"><span class="pre" style="box-sizing: border-box;">Crop_health.ipynb<br /></span></code>Ce notebook s’appuie sur la fonction de l’application pour calculer le NDVI pour les champs sélectionnés. En comparant deux polygones dans la zone, il est possible d’évaluer les champs pour la santé et la productivité des cultures au fil du temps. La session 1 a utilisé ce notebook sur la santé des cultures comme exemple de capacité de Sandbox.</li>
<li><code class="docutils literal notranslate" style="box-sizing: border-box; font-family: SFMono-Regular, Menlo, Monaco, Consolas, 'Liberation Mono', 'Courier New', Courier, monospace; font-size: 16px; white-space: nowrap; max-width: 100%; background-image: initial; background-color: #ffffff; border: 1px solid #e1e4e5; padding: 2px 5px; color: #e74c3c; overflow-x: auto;"><span class="pre" style="box-sizing: border-box;">Vegetation_change_detection.ipynb<br /></span></code>Ce notebook visualise les changements de végétation au fil du temps. Les zones où la végétation a augmenté par rapport à une période de référence sont indiquées en bleu, tandis que les zones où la végétation a diminué sont affichées en rouge. Ce changement est indexé à l’aide du NDVI ou de l’indice de végétation amélioré (EVI). Le notebooks permet à l’utilisateur de choisir quel index utiliser. L’exercice de cette session, Session 5, contiendra des instructions pour créer un notebook similaire.</li>
</ul>
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<p class="admonition-title" style="box-sizing: border-box; line-height: 1; margin: -12px -12px 12px; font-size: inherit; font-family: inherit; font-variant-numeric: normal; font-variant-east-asian: normal; font-weight: bold; font-stretch: normal; text-rendering: auto; -webkit-font-smoothing: antialiased; color: #ffffff; background: #6ab0de; padding: 6px 12px; text-align: left;">Note</p>
<p style="box-sizing: border-box; line-height: 24px; margin: 0px; font-size: 16px; text-align: left;">Il est recommandé d’ouvrir ces notebooks dans la sandbox , à partir du dossier appelé <strong>Real_world_examples</strong>. Cela vous permettra d’exécuter le code préparé à l’avance pour vous-même. Cependant, ils peuvent également être consultés sur le site <a href="https://github.com/digitalearthafrica/deafrica-sandbox-notebooks/tree/master/Real_world_examples" target="[object Object]">Digital Earth Africa notebook repository</a>, qui affichera une version HTML en lecture seule depuis GitHub. </p>
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<p style="text-align: left;">Si vous avez ouvert certains des exemples de notebooks du monde réel, vous remarquerez peut-être qu’ils sont plus compliqués que les exercices de ce cours de formation. Cependant, ils ont tous la même structure.</p>
<p>Chaque notebook que vous avez créé à partir des exercices du cours de formation, ainsi que chaque exemple de notebook du monde réel, se composent de six éléments fondamentaux.</p>
<ol style="text-align: left;">
<li>Charger des packages et des fonctions</li>
<li>Connectez-vous au datacube</li>
<li>Définissez la zone d’intérêt en utilisant la longitude et la latitude</li>
<li>Charger les données du datacube</li>
<li>Effectuer une analyse ou un calcul sur les données (comme le calcul d’un indice)</li>
<li>Afficher les résultats</li>
</ol>
<p style="text-align: left;">Les notebooks <strong>Real_world_examples</strong> vont un peu plus loin :</p>
<ul>
<li>Cadrage de l’analyse dans le contexte d’une question ou d’un objectif - ceci est normalement introduit au début du notebook</li>
<li>Étendre l’analyse et la discussion des résultats</li>
</ul>
<p style="text-align: left;"><img 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<p style="text-align: left;">Après avoir compris le contexte de l’analyse des données spatiales, nous sommes maintenant prêts à créer notre propre notebook d’étude de cas. L’exercice consiste à incorporer les deux étapes supplémentaires (objectif de l’analyse et discussion des résultats supplémentaires) afin de réaliser une étude de cas complète.</p>
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