Con respecto a la EVALUACIÓN INTERNA de
nuestro centro IES. Alonso de Covarrubias, Torrijos, Toledo, hemos valorado 4
items: Las infraestructuras y los equipamientos del centro, el profesorado, el
alumnado y la organización de los tiempos y espacios del mismo.
Desde le punto de vista de las
infraestructuras y los equipamientos, en general existe una buena consideración
de los mismos en cuanto a la conservación y el mantenimiento de las
dependencias del centro, pero la opinión mayoritaria es que podrían mejorar las
condiciones de las aulas y de los alumnos dentro de ellas, como el espacio por
alumno y las condiciones del mobiliario, algo deteriorado en algunos casos. Por
lo que se refiere al profesorado, la opinión mayoritaria es que debería
procurarse una mayor estabilidad de la plantilla y mejorar la dotación de
profesores especialistas. Sin embargo la asistencia a clase por parte del
profesorado es regular, la plantilla se ajusta a la normativa y las
sustituciones se cubren con normalidad cuando las bajas se producen. Por lo que
concierne al alumnado, por parte del profesorado se considera que los alumnos
deberían trabajar más, aunque asisten a clase con regularidad, y sobre todo
mejorar sus relaciones entre compañeros, así como mejorar el trabajo en equipo,
ya que normalmente están más acostumbrados al estudio personal y al trabajo
individualizado. En cuanto a la organización de espacios y tiempos, se
considera que son satisfactorios y cuentan con la aceptación de todo el
profesorado, sobre todo en lo que respecta a la organización de tiempos y
horarios de grupos de alumnos y profesores, aunque se percibe una mayor
necesidad de mejorar la organización de los espacios y los agrupamientos.
De modo que en conclusión existe una buena percepción de la dimensión humana en el centro aunque se podrían mejorar ciertos aspectos de la organización de los recursos y espacios por parte de la dirección del centro y de la dotación y el equipamiento del mismo, que es donde la evaluación interna ha tenido una consideración menor.
![Gráfico de respuestas de formularios. Título de la pregunta: PROCESO DE ENSEÑANZA-APRENDIZAJE: 3.- ALUMNADO.. Número de respuestas: .](data:image/png;base64,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)
De modo que en conclusión existe una buena percepción de la dimensión humana en el centro aunque se podrían mejorar ciertos aspectos de la organización de los recursos y espacios por parte de la dirección del centro y de la dotación y el equipamiento del mismo, que es donde la evaluación interna ha tenido una consideración menor.