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)
e-ISNN: 2706-6053
Artículo Open Acces bajo
licencia Creative Commons SOCIALIUM revista científica de Ciencias Sociales, Vol. 5 - No. 2, julio - diciembre 2021, pág. 120-139.
DOI: https://doi.org/10.26490/uncp.sl.2021.5.2.931
Confinamiento y su incidencia en las relaciones familiares de la
ciudadela San José de la parroquia 12 de marzo del cantón
Portoviejo
Confinement and its impact on family relationships in the “Ciudadela San José, Parroquia 12
de Marzo, Cantón Portoviejo”
Xavier Alexis Macías Moreira1 , Vicenta Inmaculada Ramona Aveiga Macay2
Cómo citar
Macías, X. y Aveiga, V. (2021). Confinamiento y su incidencia en las relaciones familiares de la ciudadela San José de la parroquia
12 de marzo del cantón Portoviejo. Socialium, 5(2), 120-139. https://doi.org/10.26490/uncp.sl.2021.5.2.931
RESUMEN
Las familias han atravesado por una serie de cambios y adaptaciones durante el confinamiento
por la pandemia de la COVID-19, por lo que el objetivo de este estudio fue analizar el
confinamiento y su influencia en las relaciones familiares de la ciudadela “San José” de la
parroquia 12 de marzo del cantón Portoviejo. El desarrollo de esta investigación se fundamentó
en un estudio de tipo descriptivo, con enfoque cuantitativo, para la obtención de información
relevante del tema objeto de estudio se realizó una revisión bibliográfica, a nivel empírico se
empleó la técnica de la encuesta y se utilizó como instrumento un cuestionario de 10 preguntas,
la muestra fue aleatoria intencional con un total de 30 familias que residen en la ciudadela “San
José”. Los resultados evidenciaron la realidad en la que se sitúan las familias de como impactó en
cada miembro del hogar y de los cambios que han tenido que realizar durante el confinamiento
por la pandemia del COVID-19 para así adaptarse a esta nueva realidad, en conclusión, el sistema
familiar afrontó ciertas adversidades y problemas sociales que afectaron e influyeron en la
convivencia con sus miembros, en algunos casos fue positivo, debido a que se realizaron
modificaciones para ajustarse al contexto en el que vivían las familias fortaleciéndose los vínculos
mejorando sus relaciones familiares, en otros, el confinamiento provocó inestabilidad en la
convivencia, debido a que surgieron problemas para superar las calamidades que existían en su
entorno.
Palabras clave: familia; confinado; convivencia; relaciones familiares.
ABSTRACT
Families have lived a series of changes and adaptations during confinement by the COVID-19
pandemic, so the objective of this study was analyze the confinement and its influence on families
from Ciudadela “San José”- Parroquia 12 de marzo- Canton Portoviejo. The development of this
research was based on a descriptive study, with a quantitative focus, to obtain relevant
information on the topic study. It used a bibliographic review with an empirical level, the survey
technique was made and 10-questions was used as an instrument. The sample was random with
a total of 30 families from “San José” citadel. The results showed the reality in which the families
are situated of how it impacted each member of the household and the changes they have had
to make during confinement due to the COVID-19 pandemic in order to adapt to this new reality,
in conclusion, The family system faced certain adversities and social problems that affected and
influenced the coexistence with its members, in some cases it was positive, because modifications
were made to adjust to the context in which the families lived, strengthening ties by improving
their family relationships, in others, the confinement caused instability in the coexistence, due to
the fact that problems arose to overcome the calamities that existed in their environment.
Keywords: family; confined; coexistence; family relationships.
1 Egresado de la Carrera de
Trabajo Social de la Facultad
de Ciencias Humanísticas y
Sociales.
Universidad Técnica de
Manabí, Portoviejo,
Ecuador.
xmacias0653@utm.edu.ec
2 PhD en Ciencias
Pedagógicas, Magister en
Gerencia Educativa
Profesional, Licenciada en
Servicio Social.
Universidad Técnica de
Manabí, Portoviejo, Ecuador.
vicenta.aveiga@utm.edu.ec
Arbitrado por pares ciegos
Recibido: 02/05/2021
Aceptado: 29/06/2021