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p-ISSN: 1390-5546
e-ISSN: 2631-2557
115
REVISTA INVESTIGACIÓN Y DESARROLLO I+D
Artículo recibido: 23/02/2023| Artículo aceptado: 28/05/2023
VOLUMEN 17 | ENERO - JUNIO 2023 | P. 106 - 118
tesis de grado y posgrado en las bibliotecas de las universidades del Ecuador se encuentran
poquísimos trabajos.
Resultados
Discusión
En la investigación realizada los datos encontrados fueron:
Se cuenta con ocho centros educativos que imparten diseño industrial, 7 en cuarto nivel y 1
instituto superior, los cuales se encuentran: 4 en la ciudad de Quito, 1 en universidad pública, 2 en
universidades privadas, 1 privado en nivel técnico; 2 en la ciudad de Ambato, 1 en universidad
pública y 1 en universidad privada; 1 en universidad pública en Guayaquil y 1 en universidad
privada en Cuenca (Figura 5). Por lo anotado en 5 planteles educativos privados y 3 públicos se
educa a diseñadores industriales en Ecuador.
El 87.5% de universidades en las cuales se forma a diseñadores industriales, están ubicadas
en la zona sierra del país, mientras que el restante 12.5% se encuentran en la zona costa. En la
amazonia y galápagos, no se cuenta con centros de estudio que posean esta carrera (Figura 7).
En los planes de estudios de las universidades investigadas, se refleja que el 87.5% de las
mismas imparten la asignatura de historia del diseño industrial en los primeros años de la carrera.
Un centro de estudio que imparte diseño a nivel tecnológico no cuenta en su planificación en
ningún nivel con la asignatura de historia del diseño industrial (Tabla 1). La asignatura de historia
del diseño industrial en los otros centros de estudio, se imparte en los primeros niveles desde
primero hasta tercer nivel, esta toma distintos nombres según el centro de estudios, en la
Universidad del Azuay además apoya su proceso de enseñanza, con el estudio de historia del arte
en el segundo nivel de la carrera (Tabla 1).
De acuerdo a su descripción, objetivos y unidades temáticas, en todas las universidades
investigadas se contempla en el proceso de enseñanza – aprendizaje de historia del diseño
industrial, la orientación hacia un proceso cronológico con una enumeración de hechos históricos,
relatados el 50% por autores de textos europeos, 30% autores norteamericanos y 20% autores
mexicanos (Figura 8).
No se cuenta con textos de historia del diseño industrial editados por investigadores
ecuatorianos, se enseña esta asignatura en su mayoría con textos europeos, desde su particular
visión, formación, ideología, cultura, bajo sus argumentos y acercamientos, textos que se orientan
únicamente en describir los años de aparición de los productos, como un retorno al pasado,
perdido en el tiempo, sin vida.
Lo más próximo a nuestra realidad quizá podría estar en textos mexicanos, pero igualmente el
interés narrativo de estos textos se centra en analizar la historia desde una enumeración de hechos
más que profundizar en la búsqueda de los orígenes reales de la historia del diseño, por lo que no
se llega a ese código inicial de los productos, objetos, espacios, obras e imágenes, con el cual
aparecieron, la vida que germino de los mismos, su naturaleza híbrida, entremezclada en distintos
saberes, campos profesionales y de conocimientos que dejan de estar aislados.
El mundo complejo actual, obliga al diseñador a buscar el origen de la historia del diseño
industrial en el origen de los productos, teniendo en cuenta la importancia del manejo del
pensamiento complejo, en el cual se entremezclen el análisis de oficios, disciplinas, procesos
económicos, sociales y culturales, haciendo que el pensamiento de diseño sea lo más aproximado
a la realidad.
El diseñador deberá ser capaz de entender las circunstancias historias de las prácticas
profesionales del diseño y asi organizar una historia efectiva del mundo objetual, será necesario
alimentar su pensamiento conociendo las prácticas profesionales y sus componentes, le
corresponderá ser el protagonista en articular ciencia, técnica, tecnología, arte, artesanía, cultura,
factores económicos, publicitarios y muchos factores más y analizar cómo estos irrumpen en lo
bio-psico-sociocultural, económico, además de la búsqueda de respuestas individuales y
colectivas para la aparición de los productos.
Una historia contextualizada será basada en la propia realidad del diseño industrial, con sus
limitantes en una operación fundadora de las practicas del diseño y sus aportes, o no, una historia
real, con la cual se avance o se rectifiquen caminos para evitar tropiezos por desconocimiento.
Es importante precisar que la historia contemporánea del diseño cuenta con retos importantes,
nace en medio de circunstancias históricas complicadas y extremas: el desarrollo capitalista en
desuso, los quiebres de las culturas, lo inmaterial, el mercado, la tecnología, lo ecológico y
sustentable, el transhumanismo, la percepción y el deseo, cada vez más inmediato y volátil, como
señala Pérez Cortés (2014) lo inmediato, lo urgente y lo simultáneo son las tres formas de expresión
de cada nueva experiencia del tiempo mundializado. Con la presencia de estos factores y muchos
más, hacen que la definición de diseño se encuentre en transformación permanente, y envuelta en
esta, la generación de la historia del diseño industrial.
La historia del diseño industrial desde el entorno en que nos encontramos, Sudamérica,
Ecuador, país periférico o como lo conocemos, la mitad del mundo, nos lleva a entenderla como
un “rizoma” Deleuze et al. (2004) que surge, teniendo en cuenta principalmente el ámbito del
mercado y la tecnología, y sus limitaciones, con la presencia de un ser humano con necesidades
infinitas en un planeta finito, cuyos deseos han sido generados en gran medida por el mercado
apoyado por los medios de comunicación, con ciclos de moda y vida de productos, objetos,
espacios, obras e imágenes, cada vez más cortos marcados por la obsolescencia programada de
los mismos.
La historia del diseño industrial en un mundo complejo, actual, nos compromete a estudiar el
origen vital de los productos, entender su presencia, aciertos y errores para evitar repetir
equivocaciones, nos puede enseñar una historia que parta de lo ya configurado a aquello que
vendrá, como señala Thackara ( 2013), “desde nuevos y estrictos principios: bajas emisiones de
carbono, uso eficiente de recursos y cero residuos, para pensar en frenar las huellas ecosuicidas”,
es ante todo trabajar en formar un pensamiento de diseño con compromiso ético con el planeta.