![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA00AAAL9CAIAAAB43Bq6AAAACXBIWXMAABYlAAAWJQFJUiTwAAANaUlEQVR42u3aMW4bMRCGUckgdIDhYZMgLuUyyUk5vdQ4RQBuugUcgqGJ9yq2/tV8O/D18Xh8+frtAgDAX379/PHZ/4SX2+3mhwQA2E/pr9fX7+b4RzXicrm0TFNYz3pmxM6m/rzu97c9/pAXvyUAwJZ0HgCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAoPMAANB5AADoPAAAnQcAgM4DAEDnAQCg8wAA0HkAAOg8AACdBwCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAoPMAANB5AADoPAAAnQcAgM4DAEDnAQCg8wAA0HkAAOg8AACdBwCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAoPMAANB5AAA6DwAAnQcAgM4DAEDnAQCg8wAA0HkAADoPAACdBwCAzgMAQOcBAKDzAADQeQAAOg8AAJ0HAIDOAwBA5wEAoPMAANB5AAA6DwAAnQcAwIqKCYarEUawnvXMiJ1NzX/nngcAsCf3vPFaphE+/MVpPeuZ0c6YmlHc8wAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwBA5wEA6DwAAHQeAAA6DwAAnQcAgM4DAEDnAQDoPAAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AgDlKf9UIcwxhSetZz4zY2dSswD0PAGBPxz2vZZpjyDeTJa1nPTNiZ1OzAvc8AACdBwCAzgMAQOcBAKDzAADQeQAAOg8AAJ0HAIDOAwBA5wEAoPMAANB5AAA6DwAAnQcAgM4DAEDnAQCg8wAA0HkAADoPAACdBwCAzgMAQOcBAKDzAADQeQAAOg8AAJ0HAIDOAwBgjtJfNcIcQ1jSetYzI8AK3PMAAPZ03PNapjmGnAEsaT3rmZHTnYEJ3PMAAHQeAAA6DwAAnQcAgM4DAEDnAQDoPAAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwBA5wEA6DwAAHQeAAA6DwAAnQcAgM4DAEDnAQDoPAAAdB4AADoPAIA5Sn/VCHMMYUnrWc+MACtwzwMA2NNxz2uZ5hhyBrCk9axnRk53BiZwzwMA0HkAAOg8AAB0HgAAOg8AAJ0HAKDzAADQeQAA6DwAAHQeAAA6DwAAnQcAoPMAANB5AADoPAAAdB4AADoPAACdBwCg8wAA0HkAAOg8AAB0HgAAOg8AAJ0HAKDzAADQeQAA6DwAAOYo/VUjzDGEJa1nPTMCrMA9DwBgT8c9r2WaY8gZwJLWs54ZOd0ZmMA9DwBA5wEAoPMAANB5AADoPAAAdB4AgM4DAEDnAQCg8wAA0HkAAOg8AAB0HgCAzgMAQOcBAKDzAADQeQAA6DwAAHQeAIDOAwBA5wEAoPMAANB5AADoPAAAdB4AgM4DAEDnAQCg8wAAmKP0V40wxxCWtJ71zIidTc0K3PMAAPZ03PNapjmGfDNZ0nrWMyN2NjUrcM8DANB5AADoPAAAdB4AADoPAACdBwCg8wAA0HkAAOg8AAB0HgAAOg8AAJ0HAKDzAADQeQAA6DwAAHQeAAA6DwAAnQcAoPMAANB5AADoPAAAdB4AADoPAACdBwCg8wAA0HkAAOg8AADmKP1VI8wxhCWtZz0zAqzAPQ8AYE/HPa9lmmPIGcCS1rOeGTndGZjAPQ8AQOcBAKDzAADQeQAA6DwAAHQeAIDOAwBA5wEAoPMAANB5AADoPAAAdB4AgM4DAEDnAQCg8wAA0HkAAOg8AAB0HgCAzgMAQOcBAKDzAADQeQAA6DwAAHQeAIDOAwBA5wEAoPMAAJij9FeNMMcQlrSe9cwIsAL3PACAPR33vJZpjiFnAEtaz3pm5HRnYAL3PAAAnQcAgM4DAEDnAQCg8wAA0HkAADoPAACdBwCAzgMAQOcBAKDzAADQeQAAOg8AAJ0HAIDOAwBA5wEAoPMAANB5AAA6DwAAnQcAgM4DAEDnAQCg8wAA0HkAADoPAACdBwCAzgMAYI7SXzXCHENY0nrWMyPACtzzAAD2dNzzWqY5hpwBLGk965mR052BCdzzAAB0HgAAOg8AAJ0HAIDOAwBA5wEA6DwAAHQeAAA6DwAAnQcAgM4DAEDnAQDoPAAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwBA5wEA6DwAAHQeAAA6DwAAnQcAwMeV/qoR5hjCktaznhmxs6lZgXseAMCejnteyzTHkG8mS1rPembEzqZmBe55AAA6DwAAnQcAgM4DAEDnAQCg8wAAdB4AADoPAACdBwCAzgMAQOcBAKDzAAB0HgAAOg8AAJ0HAIDOAwBA5wEAoPMAAHQeAAA6DwAAnQcAgM4DAEDnAQCg8wAAdB4AADoPAACdBwDAHKW/aoQ5hrCk9axnRoAVuOcBAOzpuOe1THMMOQNY0nrWMyOnOwMTuOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwDQeQAA6DwAAHQeAAA6DwAAnQcAgM4DANB5AADoPAAAdB4AADoPAACdBwCAzgMA0HkAAOg8AAB0HgAAOg8AAJ0HAIDOAwDQeQAA6DwAAHQeAABzlP6qEeYYwpLWs54ZAVbgngcAsKfjntcyzTHkDGBJ61nPjJzuDEzgngcAoPMAANB5AADoPAAAdB4AADoPAEDnAQCg8wAA0HkAAOg8AAB0HgAAOg8AQOcBAKDzAADQeQAA6DwAAHQeAAA6DwBA5wEAoPMAANB5AADoPAAAdB4AADoPAEDnAQCg8wAA0HkAAMxR+qtGmGMIS1rPemYEWIF7HgDAno57Xss0x5AzgCWtZz0zcrozMIF7HgCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAoPMAANB5AADoPAAAnQcAgM4DAEDnAQCg8wAA0HkAAOg8AACdBwCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAMEd5Pp9/Xvf7mzkAALbxcrvdrAAAsJ/r+/u7FQAA9uP/8wAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwBA5wEA6DwAAHQeAAA6DwAAnQcAgM4DAEDnAQDoPAAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwBA5wEA6DwAAHQeAAA6DwAAnQcAgM4DAEDnAQDoPAAAdB4AADoPAACdBwCAzgMAQOcBAOg8AAB0HgAAOg8AAJ0HAIDOAwDQeQAA6DwAAHQeAAA6DwAAnQcAgM4DANB5AADoPAAAdB4AADoPAACdBwCAzgMA0HkAAOg8AAB0HgAAOg8AAJ0HAIDOAwDQeQAA6DwAAHQeAAA6DwAAnQcAgM4DANB5AADoPAAAdB4AADoPAACdBwCAzgMA0HkAAOg8AAB0HgAAOg8AAJ0HAIDOAwDQeQAA6DwAAHQeAAA6DwAAnQcAoPMAANB5AADoPAAAdB4AADoPAACdBwCg8wAA0HkAAOg8AAB0HgAAOg8AAJ0HAKDzAADQeQAA6DwAAHQeAAA6DwAAnQcAoPMAANB5AADoPAAAdB4AADoPAACdBwCg8wAA0HkAAOg8AAB0HgAAOg8AAJ0HAKDzAADQeQAA6DwAAHQeAAA6DwAAnQcAoPMAANB5AADoPAAAdB4AADoPAACdBwCg8wAA0HkAAOg8AAB0HgAAOg8AQOcBAKDzAADQeQAA6DwAAHQeAAA6DwBA5wEAoPMAANB5AADoPAAAdB4AADoPAEDnAQCg8wAA0HkAAOg8AAB0HgAAOg8AQOcBAKDzAADQeQAA6DwAAHQeAAA6DwBA5wEAoPMAANB5AADoPAAAdB4AADoPAEDnAQCg8wAA0HkAAOg8AAB0HgAAOg8AQOcBAKDzAADQeQAA6DwAAHQeAIDOAwBA5wEAoPMAANB5AADoPAAAdB4AgM4DAEDnAQCg8wAA0HkAAOg8AAB0HgCAzgMAQOcBAKDzAADQeQAA6DwAAHQeAIDOAwBA5wEAoPMAANB5AADoPAAAdB4AgM4DAEDnAQCg8wAA0HkAAOg8AAB0HgCAzgMAQOcBAKDzAADQeQAA6DwAAHQeAIDOAwBA5wEAoPMAANB5AADoPAAAnQcAgM4DAEDnAQCg8wAA0HkAAOg8AACdBwCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAoPMAANB5AADoPAAAnQcAgM4DAEDnAQCg8wAA0HkAAOg8AACdBwCAzgMAQOcBAKDzAADQeQAA6DwAAJ0HAIDOAwBA5wEAoPMAANB5AADoPAAAnQcAgM4DAEDnAQCg8wAA0HkAAOg8AACdBwCAzgMAQOcBAKDzAADQeQAAOg8AAJ0HAIDOAwBA5wEAoPMAANB5AAA6DwAAnQcAgM4DAEDnAQCg8wAA0HkAADoPAACdBwCAzgMAQOcBAKDzAADQeQAAOg8AAJ0HAIDOAwBA5wEAoPMAANB5AADbu16vOg8AYE86DwBA5wEAoPMAANB5AADoPAAAdB4AgM4DAEDnAQCg8wAA0HkAAOg8AADO/AZcBQ94RpN5DgAAAABJRU5ErkJggg==)
25
Ed. 32. Vol. 8 N.º 4. Diciembre 2019-Marzo 2020
DOI: http://doi.org/10.17993/3ctecno/2019.v8n4e32.13-31
5. RESULTADOS
Para las inclusiones de escoria aisladas se tiene 4 probetas con cada dimensión (1, 3 y 5mm) denominadas
ISIx-Ty, donde x representa la dimensión de cada inclusión y “y” representa el número de probeta. Los
resultados obtenidos en el laboratorio se muestran en la Tabla 1.
Tabla 1. Resultados del ensayo de tracción realizado a las probetas con ISI.
Id.
Ancho
promedio
Espesor
Promedio
Carga
máxima
Resistencia
a la
Resistencia
promedio
Coef. de
Variación
ISI1-T1 26,15 11,38 29751 64,50
64,73 0,26
ISI1-T2 26,24 11,95 31446 64,70
ISI1-T3 27,01 11,58 31415 64,80
ISI1-T4 26,81 11,40 30745 64,90
64,50 0,13
ISI3-T4 26,09 11,53 30121 64,60
ISI5-T1 26,30 11,68 28140 59,10
59,18 0,50
ISI5-T2 25,89 11,35 27146 59,60
ISI5-T3 25,96 11,48 27208 58,90
ISI5-T4 25,88 11,69 27714 59,10
Fuente: (Castro y Serrano, 2016).
La resistencia a la tracción en las probetas con inclusiones de escoria de 1 y 3 mm. No representa variación
en comparación con la probeta sin discontinuidades (64 Ksi del WPS), mientras que las probetas con
5mm. de inclusión de escoria se reduce de 64Ksi a 59 Ksi.