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Citar así: Romero, J. (2020). La Virtualización en las Organizaciones Universitarias. Un Nuevo Modelo de Gerencia Educativa.
Revista Tecnológica-Educativa Docentes 2.0, 8(1), 21-25, https://ojs.docentes20.com/index.php/revista-
docentes20/article/view/84
La Virtualización en las Organizaciones
Universitarias. Un Nuevo Modelo de
Gerencia Educativa
investigación se dispone en la red, con
herramientas que admiten efectuar consultas
en bases de datos y bibliotecas digitales,
examinar estados del arte de investigaciones,
además de la comunicación e interacción con
autores importantes y contactos con centros de
investigación académicos y científicos. Desde
el punto de vista del docente el rol cambia para
convertirse en facilitador del aprendizaje
mediado por las TIC, gestionando que el
alumno sea cada vez más arquitecto de
conocimiento y privilegiando el trabajo en
equipo, utilizando herramientas de
comunicación sincrónica y asincrónica.
Desde el enfoque de la extensión, se
puede contar con un calendario de eventos
virtuales nacionales e internacionales que se
brindan para ingresar a conferencias o audio
conferencias de universidades de prestigio
científico y académico, así como de
seminarios, encuentros y foros temáticos. La
organización para la formación en la
virtualidad debe encargarse tanto los procesos
que inquietan a los estudiantes (gestión
académica) como los que sobresaltan a la
docencia (gestión docente) y deben actuar en
función de los siguientes parámetros: no
presencialidad, es decir que actuará en el
ámbito asincrónico o no coincidencia en el
espacio ni en el tiempo; transversalidad o lo
que es válido para una materia o curso, para un
grupo de personas, puede ser válido para otros
muchos y globalidad donde los procesos de
gestión deben actuar de forma sistémica en el
marco de la organización, coherentes entre sí,
garantizando la cohesión organizativa de toda
la universidad u organización.
Cabe decir que en el modelo virtual los
docentes cumplen con las funciones de las
organizaciones universitarias (docencia,
investigación y extensión). Desde el punto de
vista de la docencia cambia de rol y pasa a ser
facilitador del aprendizaje mediado por las
TIC, donde el estudiante es constructor de su
conocimiento y privilegiando el trabajo en
equipo, usando herramientas de comunicación
sincrónica y asincrónica.
Desde el punto de vista de la investigación
se cuenta con herramientas que permiten
consultar base de datos y bibliotecas digitales,
comunicación e interacción con autores
importantes y contactos con centros de
investigación académicos y científicos. Desde el
punto de vista de la extensión se cuenta con
calendario de eventos virtuales nacionales e
internacionales.
En lo que pertenece a la organización para
la educación en la virtualidad, debe encargarse
tanto los procesos que conmueven a los
estudiantes (gestión académica) como los que
afectan la docencia (gestión docente) y deben
actuar en función de los siguientes parámetros:
no presencialidad o asincrónico, transversalidad
o validez para uno y muchos; y globalidad o
actuación de forma sistémica.
Para Silva y Romero (2013) los entornos
virtuales de aprendizaje (EVA) es una aplicación
diseñada para facilitar la comunicación
pedagógica entre los participantes en un proceso
educativo, sea este completamente a distancia,
presencial o de entorno mixto que adopta ambas
modalidades en diversas proporciones. En un
EVA se combinan herramientas para la
comunicación sincrónica y asincrónica, para la
gestión de los materiales de aprendizaje, para la
gestión de los participantes, incluidos sistemas
de seguimiento y evaluación del progreso de los
estudiantes. Ofrece soporte tecnológico a
educadores y alumnos en el proceso de
enseñanza-aprendizaje, programación,
implementación, desarrollo y evaluación. Es
importante señalar que los entornos virtuales de
aprendizaje no están restringidos a la educación
a distancia, también puede enriquecer la
educación presencial. Por este motivo, el
concepto de semipresencialidad o bimodalidad
se extiende y las organizaciones universitarias
incorporan actividades formativas en la red
como elemento complementario.
Por lo antes expuesto, se puede considerar
que los entornos virtuales de aprendizaje (EVA)
son una aplicación diseñada para suministrar la
comunicación pedagógica entre los
colaboradores en un proceso educativo, ya bien
sea totalmente a distancia, presencial o de