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)
JOURNAL BOLIVIANO DE CIENCIAS – Vol. 19– Número 54
ISSN Digital: 2075-8944 ISSN Impreso: 2075-8936
115
Citar como: Aliaga, R. A.
Análisis y proyección de la
resistencia a compresión del
concreto, utilizando agregados
nos y gruesos de los residuos
de construcción y demolición
(RCD) de la planta piloto
de EMAVERDE. Journal
Boliviano De Ciencias,
19(54). 115-131 https://
doi.org/10.52428/20758944.
v19i54.1010
Revisado: 18/09/2023
Aceptado: 20/11/2023
Publicado: 20/12/23
Declaración: Derechos de
autor 2023 Rodolfo Angel
Aliaga Choque, Esta obra está
bajo una licencia internacional
Creative Commons Atribución
4.0.
Los autores/as declaran no tener
ningún conicto de intereses
en la publicación de este
documento.
Tipo de artículo Proyecto de Ingeniería Aplicada
Análisis y proyección de la resistencia a compresión
del concreto, utilizando agregados nos y gruesos de
los residuos de construcción y demolición (RCD) de la
planta piloto de EMAVERDE
Analysis and projection of the compressive strength of concrete, using ne and coarse aggregates
of construction and demolition waste (CDW) from the EMAVERDE pilot plant.
Rodolfo Angel Aliaga Choque1
1. Ingeniero Civil, Docente Tiempo Completo. Universidad Privada del Valle, La Paz , Bolivia.
raliagac@univalle.edu
RESUMEN
En esta investigación se analiza los resultados de la incorporación de agregados
provenientes de residuos de construcción y demolición (RCD) procesados en la
primera planta piloto de transformación de RCD de Bolivia, ubicada en la ciudad
de La Paz, y su incorporación a una nueva mezcla con agregados chancados
naturales, además de su proyección a mayores porcentajes de sustitución, para
proponer una fórmula que pueda predecir su comportamiento. El agregado natural
fue sustituido en porcentajes de 0%, 30% y 60% por agregado grueso RCD,
realizándose un total de 45 probetas, además se realizaron probetas sustituyendo
parcialmente el agregado no en proporciones de 0%, 25%, 50%, realizándose 51
probetas, los agregados naturales utilizados fueron caracterizados y vericados
para su empleo en hormigones, las probetas realizadas fueron ensayadas a
compresión a los 7, 14 y 28 días. Los resultados muestran que se puede alcanzar
una resistencia a la compresión máxima de 25.35 MPa en caso de reemplazar
un 13 % de agregado grueso RCD, y en caso de reemplazar el 23% de agregado
no RCD se puede llegar a una resistencia máxima de 22.8 MPa, por lo que con
la presente investigación demostró la posibilidad de alcanzar valores mayores
al de un diseño de resistencia característica (H21) y se recomienda realizar más
estudios experimentales en la línea de investigación.
Palabras clave: RCD, Agregados reciclados. Medio Ambiente.
ABSTRACT
This research analyzes the results of the incorporation of aggregates from
construction and demolition waste (CDW) processed in the rst pilot CDW
transformation plant in Bolivia, located in the city of La Paz, and its incorporation
into a new mixture. with natural crushed aggregates, in addition to its projection
at higher substitution percentages, to propose a formula that can predict its
behavior. The natural aggregate was replaced in percentages of 0%, 30% and
60% by RCD coarse aggregate, making a total of 45 specimens. In addition,
specimens were made partially replacing the ne aggregate in proportions of 0%,