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)
45Rev méd panacea 2021 Ene-Abr;10(1): 44-48
INTRODUCCIÓN
La ética como rama de la filosofía que define la conducta ideal
del ser humano caracteriza al ethos, como forma de vida o
modo de ser en el sentido más profundo, se manifiesta a través
del comportamiento moral y ésta se orienta por los
principios y valores, para determinar las actitudes y la identidad
moral, que forman parte del comportamiento humano en los
diversos sectores de la sociedad, como personas, profesionales
o en un colectivo (1)
Como toda actividad humana, la labor docente está sujeta a
deberes, como parte de su dimensión moral junto al científico
técnico, integrados en el marco formativo. Su responsabilidad
no se limita sólo a transmitir conocimientos y técnicas, sino a
establecer y a aplicar los fundamentos de la vida moral, valores,
virtudes y actitudes.
La educación es la fuente de valores de la persona, donde
aprende grandes virtudes que garantizan su futuro. Valor
significa fuerza, energía, potencia de un ser, si bien su noción es
referida de la economía para indicar utilidad o precio, su
estimación es determinada siempre por el sujeto, el valor no es,
pero vale, los expresamos en la convicción o aspiración
razonada de lo que es bueno o malo, y una vez interiorizado, se
convierten en normas de conducta individual y sociales. (2)
Los Estudios relacionados muestran la importancia de la actitud
del docente en asumir su identidad profesional (1), con los
valores a fomentar con el ejemplo, como factor motivacional de
la personalidad a la vez de regulador de sus acciones, y su
responsabilidad de la educación en valores (2, 3, 5)
La actividad académica que incluye a la labor docente en la
universidad, prioriza el desarrollo de las capacidades cognitivo
procedimentales con poco o ningún énfasis en el refuerzo o
motivación de la dimensión moral de los actores del proceso
enseñanza aprendizaje, falencia que se ha hecho casi tradicional
y se mantiene aún, a pesar que se viene estableciendo cambios
importantes después de puesta en vigencia de la nueva ley
universitaria desde 2014.
Estudios nacionales enfatizan la necesidad de desarrollar la ética
profesional y deontológica del docente, e iniciar su formación
en los estudiantes de pregrado, así como de la normatividad a
la que estarán sujetos en su práctica profesional futura. Así
como de situar a los valores como pilares del comportamiento,
estándares válidos de calidad de personas o grupos y
necesidades más significativas para el desarrollo social, en el
plano de conciencia moral y social, (6,14).
La crisis ético moral y social mundial se evidencia más a nivel de
Latinoamérica y en el marco del sistema educativo se expresa en
los resultados que muestran en su conducta los profesionales
egresados de las diferentes áreas, que luego conforman la
conducción de las instituciones públicas y privadas; por ello es
importante promover estudios de exploración y de
reconocimiento en el marco de la dimensión moral del docente
universitario.
La formación médica hace más énfasis en los aspectos
biológicos técnicos y poco en lo psicosocial la condición de ser
médicos y a la vez docentes determina por los fines de la
medicina desarrollar una ética profesional del docente a
plenitud por el diálogo y ejemplo, induzca y motive a las
acciones con sentido, valores y virtudes que se expresen en las
actitudes y comportamientos cada vez más coherentes y
significativos durante el proceso formativo que aseguren la
aplicación y vigencia de los principios éticos fundamentales.
(3,7,10 ).
En ese contexto, el objetivo del presente estudio es determinar
qué valores y actitudes identifican los docentes de la Facultad
de Medicina en la práctica formativa, considerando los graves
episodios periódicos de inconductas morales, o indiferencia
latente en unas facultades más que en otras, ahora en el marco
de vigencia de una nueva Ley Universitaria y ante un proceso de
Licenciamiento al que deben acogerse..
MATERIALES Y MÉTODOS
Es un estudio transversal, descriptivo a través de una encuesta
cuestionario semi estructurado que incluye 10 interrogantes
relativos al tema, en base al estudio de Prieto. A y col. ( 7 ) y
aplicados al azar a una muestra de 44 docentes de un total de
80 de la Facultad de Medicina de la Universidad San Luis
Gonzaga de Ica, el cuestionario contiene: datos generales y las
interrogantes sobre: conceptos de ética, deontología, y en
relación a los valores personales, sociales y morales: qué es lo
importante en la vida?, qué quiere para el mundo?, cómo debe
comportarse con otras personas?, qué tener para competir en la
vida?, luego su concepto de actitud, e identificar 4 actitudes a
priorizar en la práctica docente, y finalmente cómo debe
capacitarse en ética?, y quiénes deben ser los docentes de ética?
Así mismo el proyecto del trabajo se sometió consideración del
comité de ética de la Facultad de Medicina sin observaciones.
RESULTADOS
Los datos generales de los encuestados: indican que son de
género masculino, mayores de 35 años y de categoría Principal
en % de 60 – 65, trabajan en el área de clínicas médico –
quirúrgicas en el 70%, y tienen grado de maestría el 95 %, de
doctor 5 %, en la Universidad.
En relación a los resultados de las interrogantes de la encuesta
se grafican como sigue:
Gráfico 1. Respuestas a los temas del cuestionario
ARTÍCULO ORIGINAL
Valores éticos y actitudes de los docentes de medicina en una universidad pública, Ica 2019.