Proposer des repères sur la psychologie gérontologique
- Vieillissement et la vieillesse
- Conséquences du vieillissement sur le fonctionnement psychique
- Les pertes et le deuil
Objet de la psychologie clinique :
- Comprendre l’individu dans sa totalité, sa singularité et en évolution = approche individualisée globalisante
- Pour soigner la souffrance psychique
Branche de la psychologie étudiant les mécanismes psychologiques chez les personnes âgées
- Mais personnes âgées ne sont pas un problème
- Sont un atout, une richesse humaine
- Toutefois, un défi à relever = soutien à la perte d’autonomie / dépendance
Un constat : le vieillissement de la population
- Densification de la population âgée de plus de 60 ans jusqu’à 100 ans en 2050
- Moindre densité de la population « active » de 25 à 55 ans = + de personnes âgées
- Augmentation des troubles liées aux vieillissement donc besoin de psychologue
Evolution d’une certaine maturité jusqu’à un déclin --> stades du vieillissement = dynamique. = ensemble de processus
Les stades d’Erikson (1963)
- Enfance : apprendre à faire confiance quand il y a frustration
- Adolescence : trouver sa propre identité --> révolte, séparation de l’autorité parentale
- Adulte : Intimité, partage des premiers sentiments --> être responsable de ses émotions de ses erreurs et de ses succès
- Age mur : Produire de nouvelles activités quand les anciennes sont dépassées --> se tourner vers quelque chose de nouveau
- Age avancé : terminer sa vie --> mélanger le passé au présent, se donner de nouveaux buts
Ensemble de processus physiologiques et psychologiques qui modifient la structure et les fonctions de l’organisme tout au long de la vie.
- Résultante des effets intriqués de facteurs génétiques (vieillissement intrinsèque) et de facteurs environnementaux auxquels est soumis l’organisme (vieillissement extrinsèque) tout au long de la vie
- Processus lent et progressif = pas l’effet des maladies
- Vieillissement inné --> sommes déterminés
Comment caractériser la vieillesse = pas de consensus
Plusieurs critères notamment sociaux
Plusieurs définitions :
- OMS : critère d’âge 65 ans et +
- Définition sociale : âge de cessation d’activité professionnelle, (55-65 ans) ;
- Pour le calcul des taux d’équipements et de services destinés aux personnes âgées : âges de 75 ans = pertinent
- Age moyen constaté dans les institutions gériatriques : environ 85 ans
- Perception de sa vieillesse ou de celle des autres : très variable et personnelle
4 types d’âge :
- Age chronologique : nombre d’années vécu depuis la naissance (critère le + pauvre)
- Age administratif du vieillissement : 60 ans
- Age peut marquer une étape
Repères sociaux
Age physiologique
- Lié au vieillissement organique
- Préoccupation quand les activités quotidiennes sont affectées, ou quand une modification graduelle atteint un seuil critique
- Image de son corps change (cheveux, rides poids)
Age psychologique
- Ressources cognitives
- Investissements affectifs
- Personnalité
Age social
- Rôle qu’on peut/désire avoir dans la société
Le vieillissement entraine :
- Perception différente de la société
- Vieillissement normal : évolution lente et normal = en bonne santé
- Vieillissement pathologique : accélération du processus de vieillissement (maladies…) = perte d’autonomie
- Vieillissement idéal : ce que l’individu peut espérer atteindre, mais inégale face au vieillissement. Varie entre l’idéal et le pathologique
- Vieillissement réussi : malgré processus de vieillissement variant entre les individus --> Vieillir = perdre des compétences et acquérir des capacités et stratégies d’adaptation pour faire face.
Conséquences du vieillissement sur le fonctionnement psychique
- Mémoire : Difficultés pour l’utilisation de la mémoire épisodique
- Attention partagée et apprentissage
- Ralentissement des processus intellectuels de traitement de l’information
- Le vieillissement à des conséquences sur une partie de la mémoire, la tension, ralentissement intellectuel non global
Maturité fonctionnelle :
- Accroissement de la stabilité émotionnelle, de la maitrise des impulsions, de la fiabilité et du souci des autres
- Stabilité à partir de la trentaine en ce qui concerne la personnalité
Les pertes sociales :
- La retraite : situation de rupture imposée par la culture indépendamment du sujet
Les pertes d’objets = pertes affectives
- Décès du conjoint
- Eloignement des enfants
- Perte des amis
Les pertes de fonctions --> autonomie
Les pertes psychologiques :
- Baisse de l’image de soi se dégrade
- Diminution de l’estime de soi
La perte inaugure une période de deuil
- Différents deuils
- Deuil d’objets
- Deuil de leur identité sociale
Modèle de la réaction psychologique, celui de Kubler-Rôss (1969) :
Processus universel en 5 stades
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)
- Effort psychologique qui permet d’accepter le manque = à nouveau gout et plaisir
- Réaction émotionnelle liée à un deuil est différente d’un état dépressif
- Si perdurent au delà d’1 an, peut-être un deuil pathologique
La mort :
- Mort = associée à la vieillesse
- Mort = perçue comme « normale » pour les vieux / « les jeunes ont la vie devant eux »
- Peur de mourir n’augmente pas avec l’approche de la mort
Les personnes âgées craignent moins la mort que :
- Placement en institution
- Maladie prolongée
- Douleur et la souffrance
- Crime
Mais redoutent le processus mortel :
- Peur de mourir seule
- Peur de mourir dans l’obscurité
- Peur de souffrir