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)
Luz Elena Osorio Mansilla
Universidad de Baja California, México
Educación y Humanismo 21(36): pp. 194-209. Enero-Junio, 2019.
DOI:
htt
p://dx10.17081/eduhum.21.36.3149
Política de ampliación de la jornada escolar y algunas de sus
implicaciones
Policies and implications, related to school hours extension
Resumen
Objetivo: Explorar algunas implicaciones de las políticas de ampliación de la
jornada escolar que se han dado en diferentes países de América latina, que
aportan a la política Jornada única que actualmente se implementa en Colombia.
Método: Realiza un análisis de carácter reflexivo sobre la política de ampliación de
la jornada escolar, relacionadas con algunas experiencias que se han dado en
diferentes países de América Latina, de acuerdo a similitudes de los contextos que
permiten retomar diferentes lecciones para el mejoramiento de la implementación
de la política Jornada única en Colombia. Conclusión: Se observan los beneficios
que trae este tipo de políticas en la calidad de vida de los estudiantes,
especialmente en la disminución de factores de riesgo y vulnerabilidad, sin embargo,
poco se ha logrado en el mejoramiento de resultados académicos. Se propone
según los hallazgos, que, para una política en Colombia de ampliación de la jornada
escolar, se atiendan aspectos como agotamiento y alimentación escolar, factores de
riesgo, vinculación de la comunidad educativa, infraestructura y recursos, y como
última categoría imprescindible, el manejo del tiempo escolar que permita brindarle
calidad al aprendizaje, si lo que busca Colombia es mejorar sus resultados
académicos.
Palabras clave: Ampliación de la jornada escolar, Calidad educativa, Políticas
educativas.
Abstract
Objective: : this paper aims to explore some implications related to the policies
taken up for school hours extension by different countries from Latin America, and
currently have been taken by Colombia. Method: A reflective analysis according to
policies based on extended school hours, taken into account experiences occurred
in different countries from Latin America, is conducted; this analysis, has been
possible due to the similarities of the contexts which allows us to take different
lessons, in order to improve all the policies related to school hours extension.
Conclusion: Although little improvement in their academic results are evident, this
kind of policies suggest benefits in students’ life quality, especially reducing risk
factors and vulnerability. Based on these findings, it is proposed then, to extend
school hours in Colombia, considering some aspects such as school exhaustion and
feeding, risk factors, linkage of the educational community, infrastructure and
resources, and as last important category is the school time, which allows to offer
students high quality learning process, if Colombia aims to improve students’
academic results.
Keywords: School hours extension, high quality learning process, Educational
policies
Editor:
Patricia Martínez Barrios
Universidad Simón Bolívar
Correspondencia:
Luz Osorio
nena-
osorio@hotmail.com
Recibido:
2018-10-28
Aceptado:
01-03-19
Publicado:
12-04-19
DOI:
http://dx10.17081/eduh
um.21.36.3149
Copyright © 2019
Educación y
Humanismo
Cómo citar este artículo (APA): Osorio, L. (2019). Política de ampliación de la jornada escolar y algunas de sus implicaciones.
Educación y Humanismo
, 21(36), 194-209.DOI: http://dx10.17081/eduhum.21.36.3149
ISSN: 0124-2121
E-ISSN: 2665-2420