L'architecture, art utopien par excellence (Lettres)

Tous les articles (7)
  • Utopie et architecture

    Publié le lundi 25 avril 2016 15:45 - Mis à jour le lundi 25 avril 2016 15:45
    <p> </p> <p>L’utopie est indissociable de l’architecture ,celle-ci permet de rendre visible les valeurs morales et politiques de son créateur. Chaque bâtiment doit ressembler à sa fonction (ex: palais, temple ou simple maison de citoyens). En Utopie tout doit être mesuré, ordonné, utilisé, chaque fonction a une place et doit symboliser une forme particulière. La nature doit être utilisée en ville dans des jardins citadins. Les symboles maçonniques de l’œil dans un triangle symbolisent la sacralisation de la Sciences</p> <p><img align="left" border="0" height="152" name="Image1" 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" width="182"></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Les enceintes de la «Cité du Soleil» de Campanella sont censées instruire les enfants ,les prytanées de Legrand et Molinos montrent l'organisation sociale. La fonction pratique de l'architecture est doublée de la fonction symbolique de ses formes geométriques qui doivent déterminer une regulation des passions. La maison de Salomon, érige la Science et la Raison en maîtres absolus de la société.L’amphithéâtre pour trois cent mille spectateurs imaginé par Boullée montre qu’en Utopie tout le monde a le droit à l’instruction. Des maisons identiques pour tous les citoyens dans la plupart des utopies montrent le coté communautaire de cette culture.</p>
  • La ville modèle de Ledoux

    Publié le lundi 25 avril 2016 15:45 - Mis à jour le lundi 25 avril 2016 15:45
    <p><span style="font-size:large"><strong>La ville modèle de Ledoux</strong></span></p> <p> </p> <p style="text-align: justify;">   Claude-Nicolas Ledoux est un architecte urbaniste du XVIIIe siècle né à Dormans en 1736 et décédé à Paris en 1806 à l’âge de 70 ans.</p> <p> </p> <p style="text-align: justify;">Parmi ces projets connus il y a la saline royale d’Arc-en-Senans édifiée sous le règne de louis XV.   Ledoux voulait concevoir une ville selon lui idéale, autour de l’usine d’Arc-et-Senans. Ce projet a un but économique qui est de rationaliser le travail ouvrier à l’usine pour augmenter la productivité. Il faut réduire les déplacements de l’ouvrier entre la ville et l’usine.</p> <p style="text-align: justify;">Mais ce projet a également eu un rôle politique qui est de concentrer l’ouvrier à sa tâche. Claude-Nicolas Ledoux rêve de prolonger le demi-cercle de la saline d’Arc et Senans en construisant une cité idéale en pleine campagne. Pour la ville de Chaux, qui n’a jamais été construite, Ledoux imagine de nombreux bâtiments, permettant aux habitants de s’instruire, se rencontrer ou se divertir.</p> <p style="text-align: center;"><font size="4" style="font-size: 16pt"><img align="left" alt="" border="1" height="120" hspace="5" src="https://jean-monnet-st-etienne.ent.auvergnerhonealpes.fr/lectureFichiergw.do?ID_FICHIER=1932" style="border-width: 1px !important; border-style: solid !important;" title="" vspace="5" width="300"></font></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p>
  • Amaurote de Thomas More

    Publié le lundi 25 avril 2016 15:44 - Mis à jour le lundi 25 avril 2016 15:44
    <p>Thomas More, un  juriste, historien, philosophe… anglais écrit en 1516 « Enceinte de murailles, la cité du bonheur » une ville d’utopie il décrit cette capitale et ses alentours : Amaurote situé sur « L’île de nulle part ».</p> <p>Cette ville qui est décrite comme ayant la forme d’un carré, est située en pente douce sur le versant d’une colline. Sa largeur se prolonge à plus de 2000 pas du bord du fleuve Anydre.</p> <p>Lorsque la marée montante arrive par l’océan, Anydre remplit ses flots sur une longueur de trente miles, ce qui permet donc aux habitants les amaurotains de pouvoir boire une eau douce et potable et il y a une autre source d'eau, une petite rivière belle et tranquille.Les amaurotains ont des fortifications autour de cette rivière qui empêche les ennemis d'empoisonner l'eau et aux amaurotains de récupérer de l'eau pluviale.</p> <p>Une ceinture de murailles hautes protège la ville avec en plus de cela des forts et des tours.</p> <p>Avec cela derrière et entre les maisons se trouvent de vastes jardins.<img align="middle" alt="" border="1" height="482" hspace="5" src="https://jean-monnet-st-etienne.ent.auvergnerhonealpes.fr/lectureFichiergw.do?ID_FICHIER=1931" style="border-width: 1px !important; border-style: solid !important;" title="" vspace="5" width="885"></p>
  • VII. Le programme de Le Corbusier

    Publié le lundi 25 avril 2016 15:44 - Mis à jour le lundi 25 avril 2016 15:44
    <p style="text-align: justify;">    Le Corbusier analyse les difficultés réelles de l’urbanisme des grandes métropoles et élabore un programme pour y remédier. Dans ce programme il définit les grandes règles qui favorisent la  cohabitation et le bon vivre des habitants.</p> <p style="text-align: justify;">       Tout d’abord, selon lui la population se divise en trois : les citadins à demeure, les travailleurs qui vivent moitié dans le centre, moitié dans les cités-jardins puis la masse ouvrière qui partage sa journée entre les usines de banlieues et les cités-jardins. Pour le Corbusier il sa git d’organiser l’urbanisme en fonction des occupations et des trajets de chacun.</p> <p style="text-align: justify;">      Donc son idée est que le centre ville doit être voué aux affaires et la périphérie à l’habitat. Le centre ville sera construit de gratte-ciel qui seront consacrés aux  bureaux. Sous chacun d’eux se trouvera une  station de métros .On favorisera de très larges artères (100 mètres). Ce centre ville sera vert, riche d’espaces naturels.</p> <p style="text-align: justify;">       Des passerelles surélevées de six ou à huit mètres permettront la circulation des autos rapides.</p> <p style="text-align: justify;">      Les quartiers urbains d’habitation pourraient procéder des mêmes transformations rationnelles : Grandes rues, immeubles espacés, parcs de sports et d’agrément attenant aux habitations. Les petites rues seront supprimées.</p> <p style="text-align: justify;">Le Corbusier a donc pour but de concevoir une ville la plus épurée possible.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><img align="left" alt="" border="1" height="207" hspace="5" src="" style="border-width: 1px !important; border-style: solid !important;" title="" vspace="5" width="300"></p>
  • Les <<réductions>> jésuites au Paraguay

    Publié le lundi 25 avril 2016 15:40 - Mis à jour le lundi 25 avril 2016 15:40
    <p align="center"><strong><u>Les &lt;&lt;réductions&gt;&gt; jésuites au Paraguay</u></strong></p> <p> </p> <p>Pour Maxime Haubert dans son ouvrage « La vie quotidienne des Indiens et des jésuites du Paraguay au temps des missions » le village utopique est un village ou les bâtiments principaux sont à côté de l’Eglise comme le collège, armurerie et les ateliers communaux.</p> <p> </p> <p>Les grandes places sont de forme géométrique de taille précise. Le village est composé de plusieurs communautés tels que le domaine de dieu, l’église et le reste des communautés.</p> <p>Les maisons sont placées de façon à ce que l’on accède rapidement à l’église. Les rues aligné, sont très large (15m) qui facilite la surveillance des missionnaires </p> <p><img align="left" alt="" border="1" height="211" hspace="5" src="https://jean-monnet-st-etienne.ent.auvergnerhonealpes.fr/lectureFichiergw.do?ID_FICHIER=1922" style="border-width: 1px !important; border-style: solid !important;" title="" vspace="5" width="300"></p> <p> </p>
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