Comment par une réorganisation logistique, l’entreprise Hasbro peut-elle améliorer son taux de satisfaction client ?

Thèmes abordés

Réorganisation logistique, entreprise Hasbro, amélioration, taux de satisfaction client, supply chain management

Résumé du document

La société Hasbro spécialisée dans l'activité jeux et jouets est la deuxième entreprise mondiale du secteur derrière Mattel. Ce secteur qui représente 50 Milliards d'€ en 2005 est très spécifique.

Le prescripteur n'est pas l'acheteur => Tout d'abord, les enfants à qui les produits sont le plus destinés ne sont que très rarement acheteurs, ce qui a tendance à compliquer l'anticipation de la demande.

Un marché avec une forte saisonnalité => De plus 70% des ventes se concentrent en période de fin d'année, ce qui a pour conséquence d'alourdir la chaîne logistique.

Extraits

[...] < number > Présentation SC Hasbro France LEGENDE DU SCHEMA CI-DESSUS: Flux de marchandises + Quais pour l'expédition des marchandises Bâtiments (réception, stockage, retours, expéditions ) EXPLICATION DE LA SUPPLY CHAIN HASBRO FRANCE: Le siège administratif planification et service client : gère les interfaces entre commandes et réalise les opérations. Les plus grosses commandes sont reçues directement au siège administratif. Les commandes à livrer sont ensuite enregistrées par chefs de vente itinérants (saisie sur Informatiques : logiciel SAP WM) L'entrepôt Creutzwald Réception des marchandises en provenance de Chine et d'Irlande par HFE essentiellement par containers maritime. [...]

[...] Le site de Creutzwald n'est pas totalement exploité, cependant, le site doit faire des travaux d'aménagement afin de pouvoir utiliser 100% des capacités de l'infrastructure. < number > Site de Creutzwald (après réaménagement) 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data:image/jpeg;base64,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 23 quai (voir plus) mais tous utilisables < number > Conclusion Des difficultés au niveau du stockage des commandes font l'objet de litiges La restructuration de l'entrepôt de Creutzwald permettrai une meilleure gestion des produits. Le site irlandais ne propose pas d'avantages apparents http://imgmr.com/fr/media/gamesbox/games/Company_Logos/Hasbro-Logo.jpg POUR RAPPELER CE QUE NOUS VENONS DE PRESENTER: Hasbro France a en moyenne des commandes qui font l'objet de litiges. [...]

[...] Cette restructuration entre dans un projet à court terme qui peut être réalisé avec peu de moyens et assez rapidement. Nous nous sommes également intéressés à la légitimité du site irlandais qui n'apporte pas beaucoup d'avantages à l'entreprise étant donné que sa fonction tourne autour de l'imprimerie et de l'assemblage, ce qui demande peu de main d'œuvre. D'autant plus que cela nécessite évidemment des couts de transport pour acheminer les produits jusqu'à Creutzwald. Cette possible fermeture de l'entrepôt irlandais entre dans une stratégie à long terme car elle nécessite d'énormes investissements mais également de possibles problèmes au niveau social avec le licenciement des équipes irlandaises. [...]

[...] Problème de l'entrepôt de Creutzwald Beaucoup de travail autour du conditionnement et reconditionnement du produit. Stockage d'une partie des produits Irlandais par manque de place dans leur propre entrepôt (donc perte de Place dans l'entrepôt de Creutzwald et mobilisation de camions et d'une logistique supplémentaire, plus l'utilisation des quais de l'entrepôt déjà surchargé) Il y a 23 quais inutilisables en même temps. < number > Préconisations http://imgmr.com/fr/media/gamesbox/games/Company_Logos/Hasbro-Logo.jpg Restructuration de l'entrepôt de Creutzwald Légitimité du site de production en Ireland 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:image/jpeg;base64,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:image/jpeg;base64,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Restructuration de l'entrepôt de Creutzwald D'une part la zone de stockage dédiée aux produits Irlandais (due a leur manque de place), ne doit plus existé. [...]

[...] < number > Problématique Comment par une réorganisation logistique, l'entreprise Hasbro peut-elle améliorer son taux de satisfaction client ? http://info.francetelevisions.fr/video-info/ref/images/2011/S49/imaHASBRO.jpg Pour répondre à cette problématique, nous étudierons dans un premier temps l'organisation de la supply chain de Hasbro Monde, en définissant ses caractéristiques et en évaluant ses lacunes. Puis dans une seconde partie nous étudierons de la même manière la supply chain de Hasbro France. Enfin nous proposerons des préconisations pour pallier à ces disfonctionnements. Les problèmes du directeur : en moyenne des commandes sont litigieuse pour des raisons diverses. [...]