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)
JOURNAL BOLIVIANO DE CIENCIAS – Vol. 19– Número Especial Energías
ISSN Digital: 2075-8944 ISSN Impreso: 2075-8936
150
Citar como:Terán Aguirre, D.
(2023). Diseño de un sistema
híbrido fotovoltaico – eólico de
suministro de energía eléctrica
a la biblioteca del campus
Tiquipaya de la Universidad
Privada del Valle: Design of
a hybrid photovoltaic - wind
system to supply electricity
to the library of the Tiquipaya
campus of the Universidad
Privada del Valle. Journal
Boliviano De Ciencias,
19(Especial). 150-170 https://
doi.org/10.52428/20758944.
v19i Especial.385
Revisado: 26/10/2022
Aceptado: 16/06/2023
Publicado: 30/06/2023
Declaración: Derechos de
autor 2023 Daneyba Terán
Aguirre
Esta obra está bajo una
licencia internacional Creative
Commons Atribución 4.0.
Los autores/as declaran no tener
en la publicación de este
documento.
Artículo cientíco
Diseño de un sistema híbrido fotovoltaico – eólico de
suministro de energía eléctrica a la biblioteca del campus
Tiquipaya de la Universidad Privada del Valle
Design of a hybrid photovoltaic - wind system to supply electricity to the library of the Tiquipaya
campus of the Universidad Privada del Valle.
Daneyba Teran Aguirre.
1. Ing. Petróleo Gas y Energías. Univalle. Cochabamba. Bolivia. danitateran13@gmail.com
RESUMEN
El propósito del proyecto es generar energía eléctrica a partir de la evaluación
de la aplicabilidad de dos fuentes de energías renovables tales como la energía
fotovoltaica y eólica, para el uso en la biblioteca del Campus de la Universidad
Privada del Valle, de forma total o parcial por lo tanto crear un ahorro económico
y contribución al medio ambiente.
El análisis de la radiación solar, velocidad de viento y condiciones climáticas, de
la Biblioteca fueron monitoreadas a una altura de 2648 msnm, latitud de -17.3346,
longitud de -66.2159, temperatura 25 ºC, se presentó una radiación promedio de
5.1 Kwh/m
2
y una velocidad promedio de viento de 3 m/s, a una altura de 18
m, siendo esta velocidad baja debido a la presencia de los árboles que se tiene
alrededor de la biblioteca. Estos valores permitieron combinaciones que llegan
a cubrir las dos energías renovables de acuerdo con el comportamiento de cada
una respecto a la demanda 39847 Kwh de la biblioteca llevando a determinar el
tipo de sistema que presenta mayor factibilidad para su aplicación.
La energía fotovoltaica la más adecuada para su implementación debido al
costo que presenta producirla siendo este de 0.55 Bs/Kwh, la energía eólica
teniendo un costo de 1.17 Bs/Kwh lo que representa un valor muy por encima
del costo actual que se cancela de 0.91 Bs/Kwh por lo que posterior a esta fue
desestimado. Con estos resultados el software PVsyst, mostró como resultado
una cobertura del 82 % de la demanda total de 39847 Kwh con un costo de 0.55
Bs/kwh en plano inclinado. La vida útil del sistema es de 25 años basados en
técnicas. La inversión total del sistema es de US$ 38278 con una recuperación
de 6 años, demostrando que el proyecto es factible para su implementación.
Palabras clave: Energías renovables, generación, energía fotovoltaica, energía
eólica.