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Modèles productifs
Le début du XXème siècle est marqué par d’importants progrès dans
les milieux productifs. Outre les avancées technologiques (démocratisation
de l’électricité, apparition de l’automobile, télécommunication), l’évolution
de l’organisation du travail a eu une grande inuence sur l’architecture. Fre-
derick Taylor l’a notamment dénie suivant deux dimensions9. La dimen-
sion verticale qui distingue la conception et la production et la dimension
horizontale qui décompose les taches. Cette clarication a engendré une
distinction des affectations au sein des complexes économiques. L’archi-
tecture devient organisationnelle. Le fonctionnement industriel n’est pas le
même au milieu du XIXème qu’au milieu du XXème. Pour simplier, nous par-
lerons de manufactures (un établissement où la qualité de la main-d’œuvre
est primordial) et d’entreprises pour distinguer ces deux modèles, représen-
tatifs des deux époques.
Le fonctionnement productif des complexes est régi par la catégorie éco-
nomique de l’entreprise. De tout temps celle-ci a su s’approprier les terrains
dont elle disposait. On retrouve donc toutes les catégories industrielles
dans les deux types d’îlots étudiés (atelier, usine, imprimerie, manufacture,
minoterie, distillerie, etc.). Le fonctionnement productif est interdépendant
de la typologie bâtie et de la surface disponible, mais non de la situation
parcellaire.On discerne trois modèles productifs : la production séparée, la
production verticale et la production linéaire.
9 CAIRE, G., Lecture du taylo-
risme, Revue de l’Économie
Sociale n°3 et 4, 1985
10 Le complexe de grande
taille abrite un ensemble de
bâtiments disposant chacun
d’un rôle spécique. Les
différents corps de produc-
tion sont répartis les uns à
côté des autres de manière
à suivre le processus de ré-
alisation. La production des
éléments est réunie sur une
partie du site, l’assemblage
est disposé sur l’autre. Les
différents magasins suivent
le cheminement du produit,
les stocks sont éloignés du
parcours.
11 C’est le cas pour l’huile-
rie de tournesol Deffaux,
anciennement située rue
Rnasfort à Molenbeek.
En terme de production verticale, le processus se ré-
sume généralement à un produit par bâtiments. Les
manufactures de pianos illustrent bien ce procédé.
Les étages supérieurs étaient destinés aux travaux
de précision (systèmes mécaniques et éléments dé-
coratifs). La partie acoustique était réalisée à l’étage
intermédiaire (cadre et cordes). Le rez-de-chaussée
était occupé en partie par la fabrication des struc-
tures, et l’assemblage du produit ni. Ces derniers
niveaux étaient plus couramment mécanisés.
L’usine mécanique Bolinck est un exemple de pro-
duction séparée10. Ce schéma d’implantation rap-
pelle celui du campus et accorde une place impor-
tante aux « rues » extérieures. L’industrie requiert ici
une grande surface économique ce qui lui permet de
faire face aux régulières évolutions technologiques.
Cependant l’expansion urbaine a eu raison de cette
convoitise terrienne et peu de ce type de complexe
est encore présent aujourd’hui dans le tissu urbain.
La production linéaire implique plusieurs
bâtiments bas, souvent interconnectés.
Ce modèle est précurseur de la chaine de
production, très largement démocratisé
au milieu du XXème siècle11. Ce processus
peut aussi exister dans des complexes à
étages. C’est le cas pour la chocolaterie
Antoine où chacun des étages des deux
bâtiments de production fonctionnaient
en pair.
Séparé
Vertical
Linéaire
20