De l'héliocentrisme à la mode : Le renouveau de Coperni

Le modèle héliocentrique de l'univers, popularisé par Nicolas Copernic, a révolutionné notre compréhension de l'univers. Dans cet article, nous allons explorer comment cette théorie a évolué pour devenir une référence dans le domaine de l'astronomie. Découvrez comment le renouveau de Copernic a influencé notre vision de l'univers et de notre place dans celui-ci.

Índice
  1. Découvrez le sac à main Coperni dernier cri de la mode féminine
  2. Nicolas Copernic père de l'héliocentrisme sur Wikipédia

Découvrez le sac à main Coperni dernier cri de la mode féminine

Le sac à main Coperni est le dernier cri de la mode féminine, et il est facile de comprendre pourquoi. Ce sac à main est conçu pour être à la fois élégant et pratique, ce qui en fait le compagnon idéal pour toute femme qui veut rester en tête de la mode.

La marque Coperni est connue pour ses créations innovantes et audacieuses, et ce sac à main n'est pas une exception. Avec son design minimaliste et son matériau de haute qualité, ce sac à main est parfait pour les femmes qui aiment la simplicité et la sophistication.

Le sac à main Coperni est également très polyvalent, ce qui signifie qu'il peut être porté pour toutes les occasions, que ce soit pour un événement spécial ou pour une journée quotidienne. Il est disponible dans une variété de couleurs et de matériaux, ce qui permet aux femmes de choisir le modèle qui leur convient le mieux.

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

Nicolas Copernic père de l'héliocentrisme sur Wikipédia

Nicolas Copernic, également connu sous le nom de Nicolas Copernicus, est un astronome et mathématicien polonais du XVIe siècle. Il est considéré comme le père de l'héliocentrisme, une théorie qui place le Soleil au centre de notre système solaire. Cette théorie a révolutionné notre compréhension de l'univers et a eu un impact significatif sur le développement de l'astronomie et de la physique.

Copernic est né en 1473 à Toruń, en Pologne. Il a étudié les mathématiques, l'astronomie et la médecine à l'Université de Cracovie et à l'Université de Bologne. Il a également travaillé comme diplomate et administrateur pour l'Église catholique. Cependant, son intérêt pour l'astronomie l'a conduit à développer sa théorie de l'héliocentrisme, qu'il a présentée dans son livre De revolutionibus orbium coelestium en 1543.

La théorie de Copernic a été révolutionnaire pour son époque, car elle remettait en question la théorie géocentrique traditionnelle, qui plaçait la Terre au centre de l'univers. La théorie de Copernic a été confirmée plus tard par d'autres scientifiques, tels que Galilée et Kepler. Aujourd'hui, l'héliocentrisme est une théorie scientifique établie et fondamentale pour notre compréhension de l'univers.

Patrick Bonnet

Je m'appelle Patrick et je suis le rédacteur en chef expérimenté du site web Nathanya, votre portail pour la mode et les dernières tendances. Avec des années d'expérience dans le domaine de la mode, je m'efforce de fournir un contenu informatif, inspirant et à la pointe de l'actualité pour nos lecteurs passionnés de mode. Mon objectif est de partager des conseils, des astuces et des idées innovantes pour aider notre public à rester élégant et à la pointe de la mode en toutes circonstances. Suivez-nous sur Nathanya pour ne rien manquer des dernières tendances!

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