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Tecnología y Enseñanza Situada
Citar así: Resa, M. (2020). Tecnología y Enseñanza Situada. Revista Tecnológica-Educativa Docentes 2.0, 8(1), 33-40,
https://ojs.docentes20.com/index.php/revista-docentes20/article/view/83
experiencia y que apoyan efectivamente la
construcción de conocimientos y agencias de
los estudiantes; entre ellas destacan el método
de proyectos –en el que la propuesta se
organiza en torno a problemas relevantes e
implica al estudiante para que este se involucre
en su resolución; en este entorno pedagógico,
los educandos tienen una elevada carga de
actividad cognitiva; el aprendizaje basado en
problemas – gracias al que, de forma autónoma
aunque con la mentoría del docente, los
estudiantes dan soluciones a problemas o
respuestas a preguntas y el aprendizaje basado
en casos, estrategia con la que se pretende
consolidar en el alumno habilidades relativas a
la argumentación y la profundización en
determinados conocimientos contemplados en
el plan de estudio de una asignatura.
Una de las características más
interesantes de esta estrategia, si está bien
planteada, es que los estudiantes proponen sus
respuestas sobre la base de sus conocimientos
previos, conectándolos a teorías. Todas ellas
ponen énfasis, según Hernández (2009) en
plantear situaciones educativas con un alto
grado de aproximación a la realidad, por medio
de tareas (problemas, casos, proyectos, temas
generadores, etc.) que tengan un alto nivel de
relevancia cultural (tareas auténticas) y se
promueve en los alumnos un aprendizaje
experiencial además una fuerte actividad
interactiva y social dado que se estructuran en
situaciones de aprendizaje cooperativo” (p. 54)
Tecnología situada: los Entorno Personal de
Aprendizaje PLEs, un ejemplo
El Entorno Personal de Aprendizaje es un
enfoque pedagógico, con una potente base
tecnológica, que tiene como objetivo conocer
cómo aprende el individuo y en que contexto lo
hace, en definitiva, entender el proceso de
aprendizaje. Un PLE, según Adell y Castañeda
(2010) “es un conjunto de herramientas, fuentes
de información, conexiones y actividades que
cada persona utiliza de forma asidua para
aprender” (p. 23).
En el enfoque de los PLE subyace la
propuesta de enseñanza situada en tanto
contribuye a poner el foco, como se observó
anteriormente, en la relevancia de los
aprendizajes, los logros educativos en
interacción con los demás individuos y, entre
otros, el fortalecimiento de la agencia del
estudiante, entendida esta como "el estilo
personal, la auto confianza y el autocontrol que
permiten al individuo actuar tanto de una
manera socialmente aceptable como
personalmente significativa" (Sizer, 1973, en
Díaz-Bárriga, 2006, p. 6). Los PLEs ayudan a
que el individuo, desde su autonomía y
autodeterminación, pueda entender cómo se
produce su propio proceso cognitivo para
manejarlo y hacerlo más rico.
En el PLE se integran tres elementos: el
acceso a la información, la creación de la
información la Red Personal de Aprendizaje:
El primero de ellos se refiere a las herramientas,
mecanismos y actividades que se refieren a la
búsqueda, adquisición, gestión y utilización de
la información; se trata de los lugares dónde
leemos y nos informamos (blogs, newsletters,
etc.) y se relaciona con ciertas actitudes y
aptitudes como la curiosidad, la búsqueda, la
autonomía, entre otras.
Las herramientas, mecanismos y
actividades para la creación de información se
vinculan a qué se hace con la información una
vez que se ha obtenido, cómo y con qué se
modifica, se crea una nueva y/o se divulga (a
través de herramientas de ofimática, en los
muros de las redes sociales del individuo, de
sus propios blogs…). Este elemento involucra
actitudes como la reflexiva, la de síntesis, la de
análisis entre otras.
El tercer elemento se refiere a la Red
Personal de Aprendizaje o el ecosistema en el
que están los otros de los que aprenden y con
los aprenden gracias a la comunicación y la
colaboración y que, según Castañeda y Adell
(2013) “es seguramente esta parte, la parte
social de nuestro entorno de aprendizaje, la
parte más importante del PLE” (p. 17).
Los Entornos Personales de Aprendizaje
promueven por tanto habilidades relacionadas,