Voici un titre court pour un article sur ces thèmes : "La Cristallisation : Un Processus Clé dans la Formation de l'Identité et la Chimie"

La cristallisation est un phénomène fascinant qui joue un rôle clé dans la formation de l'identité et la chimie. Ce processus permet la création de structures ordonnées et stables, essentielles à la compréhension de nombreux phénomènes naturels. Dans cet article, nous allons explorer les aspects fondamentaux de la cristallisation et son impact sur notre compréhension de la chimie et de la formation de l'identité. Regardez cette vidéo pour en savoir plus :

Índice
  1. La cristallisation en psychologie fait référence au processus de formation d'une identité de soi claire et cohérente
  2. Le principe de la cristallisation repose sur la formation ordonnée d'atomes ou de molécules en un réseau cristallin solide

La cristallisation en psychologie fait référence au processus de formation d'une identité de soi claire et cohérente

La cristallisation en psychologie fait référence au processus de formation d'une identité de soi claire et cohérente. Ce concept a été développé par le psychologue américain Erik Erikson, qui a décrit les différentes étapes de développement de l'identité tout au long de la vie. La cristallisation représente la période où l'individu arrive à une compréhension claire de ses valeurs, de ses croyances et de ses objectifs, ce qui lui permet de développer une identité de soi solide et stable.

Le processus de cristallisation est influencé par divers facteurs, tels que les expériences de vie, les relations avec les autres et les influences culturelles. Lorsque l'individu traverse des expériences significatives, il est amené à réfléchir sur ses valeurs et ses croyances, ce qui peut conduire à une redéfinition de soi. La cristallisation est un processus continu qui peut se produire à différents moments de la vie, permettant à l'individu de s'adapter aux changements et de poursuivre son développement personnel.

La cristallisation est essentielle pour le développement personnel et le bien-être de l'individu. Lorsqu'une personne a une identité de soi claire et cohérente, elle est mieux équipée pour faire face aux défis de la vie, prendre des décisions éclairées et développer des relations saines avec les autres. La cristallisation peut également influencer la confiance en soi et l'estime de soi, ce qui peut avoir un impact positif sur la santé mentale et le bien-être général.

Le principe de la cristallisation repose sur la formation ordonnée d'atomes ou de molécules en un réseau cristallin solide

Le principe de la cristallisation est un concept fondamental en physique et en chimie qui décrit la formation de cristaux à partir de la disposition ordonnée d' atomes ou de molécules en un résseau cristallin solide. Cette formation ordonnée donne naissance à des structures tridimensionnelles régulières et périodiques, caractérisées par une symétrie spécifique.

La cristallisation se produit lorsqu'une substance est refroidie lentement ou lorsqu'elle est maintenue à une température et une pression constantes, permettant aux atomes ou aux molécules de s'organiser de manière ordonnée. Cette organisation est déterminée par les forces intermoléculaires, telles que les liaisons chimiques ou les forces de van der Waals, qui agissent entre les atomes ou les molécules.

Le processus de cristallisation peut être influencé par divers facteurs, tels que la température, la pression, la concentration de la substance et la présence d'impuretés. La cristallisation est utilisée dans de nombreuses applications, notamment la production de cristaux de silicium pour l'industrie électronique, la fabrication de gemmes synthétiques et la purification de substances chimiques.

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

Monique Lambert

Bonjour, je m'appelle Monique et je suis rédactrice pour la page web Sketch Note School, votre portail pour la relaxation et la méditation. Mon objectif est de vous guider à travers des techniques de dessin et de prise de notes visuelles pour vous aider à vous détendre, à méditer et à libérer votre créativité. Grâce à mes articles, vous apprendrez à apaiser votre esprit, à canaliser vos pensées et à trouver l'inspiration à travers le pouvoir du dessin et de la méditation. Rejoignez-nous sur Sketch Note School pour un voyage vers la sérénité et l'épanouissement personnel.

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