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)
Revista de Ciencias de Seguridad y Defensa
41
I. Introducción
La Escuela Superior Militar de Aviación “Cosme Rennella Barbatto” (ESMA) ubicada en la península
de Santa Elena, cantón Salinas, es una institución de educación militar que pertenece la Fuerza
Aérea Ecuatoriana (FAE), donde se forman los futuros ociales pilotos y técnicos de las diferentes
especialidades (FAE, 2019).
Siendo en estas instalaciones donde se preparan a los futuros ociales PILOTOS de la FAE
que desempeñaran las diferentes funciones en el ámbito de la seguridad aeronáutica del país. En el
año 1974, la FAE adquirió 24 avionetas Cessna Aerobat A-150L, para entrenamiento primario de los
cadetes. Era una aeronave biplaza con tren de aterrizaje jo tipo triciclo y con ala alta, contaba con
un panel de instrumentos análogos para la navegación. Estas aeronaves fueron reemplazadas en el
año 2012, al haber cumplido su tiempo de vida útil por los modernos equipos de vuelo DA20-C1 de
la compañía Diamond Aircraft, posicionado como un excelente entrenador ligero, con bajos costos de
mantenimiento y operatividad, y con una muy buena reputación en el ámbito de seguridad. Los mandos
de la aeronave DA20 se basan en una palanca de control o bastón de mando, una carlinga de burbuja
que ofrece gran visibilidad, a la baja y un depósito de combustible en la parte posterior de los asientos,
con una cola en T para mayor estabilización (Aircraft, 2019).
En las misiones de instrucción y operativas en el equipo de vuelo DA20-C1, el piloto al mando de
la aeronave debe situarse en el lado izquierdo de la cabina. En algunas fases se deben cumplir misiones
utilizando los instrumentos de la cabina como en la fase de despegue y aterrizaje, vuelo de contacto
y vuelo por instrumentos. Para ello el piloto es el encargado de realizar todos los procedimientos y
chequeos, en el caso del piloto alumno sin ayuda del instructor. En el despegue y aterrizaje el piloto
debe maniobrar con la mano izquierda el bastón de mando y con la derecha prender y apagar los
switches de las luces, estos además son todos de color blanco, En este movimiento de manos se genera
una incomodidad para maniobrar la avioneta. También existe molestia al utilizar ciertos instrumentos
que se encuentran en el lado derecho de la cabina para el piloto al mando, ya que esto implica que tiene
que desplazar el cuerpo para alcanzarlos. Por otra parte, los pilotos en la ESMA deben utilizar guantes
de vuelo, y al ser botones pequeños y del mismo color ciertos instrumentos, muchas veces hace que
provoque errores al utilizarlos ya que da la sensación de que se está pulsando otros.
Estos problemas son los que generan incomodidad al utilizar los instrumentos de navegación y
a su vez generan estrés, como la posición alejada del piloto al mando y que algunos sean del mismo
color, estén muy continuos, y sean muy pequeños, provoca dicultad en el control de los instrumentos
con el uso de guantes de vuelo.
Para realizar un vuelo seguro es necesario que los pilotos tengan una buena ergonomía en el uso
de los instrumentos de la cabina de la DA20-C1, y en algunos casos existe la incomodidad al utilizar
estos instrumentos, al no poder hacer una modicación física de la cabina para mejorar este problema, y
en misiones de instrucción donde el alumno es quien debe realizar toda la carga de trabajo sin ayuda del
instructor, se debe aplicar un método factible para reducir esta carga de trabajo y generar menos estrés
en el piloto. Por ello esta investigación busca mitigar el agotamiento y el stress del piloto causado por
la incomodidad que generan ciertos instrumentos por su posición, tamaño y color. Y así lograr que se
benecien los aspirantes a pilotos de la ESMA disminuyendo el estrés en las misiones de instrucción
y operación. En estas misiones de vuelo se aplicará un modelo CRM (Crew Resource Management)
entre ambos pilotos para evitar la pérdida de la conciencia situacional cuando se genere estrés por los
Estudio de la Ergonomía