1981Transportation Research Record Journal of the Transportation Research BoardRequires access

LOAD EQUIVALENCY FACTORS OF TRIAXLE LOADING FOR FLEXIBLE PAVEMENTS

M C Wang, R P Anderson

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Abstract

This paper presents the load equivalency factors of triaxle loading for flexible pavements. Two diffeent approaches were used to determine load equivalency factors--American Association of State Highway Officials' (AASHO) empirical and mechanistic approaches. AASHO's empirical approach was used first to determine the load equivalency factor of 338-kN (76-kip) triaxle loading. For this approach, experimental pavements were subjected to approximately 55,000 repetitions of 338-kN triaxle loading. The load equivalency factor determined was 2.60 for the range of structural numbers studied and for a terminal serviceability index of about 2.0. The mechanistic approach was used in order to include a broad range of triaxle loading intensity. For this approach, the maximum vertical compressive strain on the top of the subgrade was analyzed by using the bitumen-structures-analysis-in-roads (BISAR) computer program. The maximum subgrade compressive strains were related with load equivalency factors in logarithmic coordinates for single- and tandem-axle loadings. The relation for triaxle loading was established by first plotting the equivalency factor determined from the AASHO approach against the maximum subgrade strain. Then a line was drawn through this point parallel to the lines of single- and tandem-axle loads. The load equivalency factors of various triaxle loading intensities were then obtained by entering the maximum subgrade strain of each load intensity into the relation. (Author)

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This paper presents the load equivalency factors of triaxle loading for flexible pavements. Two diffeent approaches were used to determine load equivalency factors--American Association of State Highway Officials' (AASHO) empirical and mechanistic approaches. AASHO's empirical approach was used first to determine the load equivalency factor of 338-kN (76-kip) triaxle loading. For this approach, experimental pavements were subjected to approximately 55,000 repetitions of 338-kN triaxle loading. The load equivalency factor determined was 2.60 for the range of structural numbers studied and for a terminal serviceability index of about 2.0. The mechanistic approach was used in order to include a broad range of triaxle loading intensity. For this approach, the maximum vertical compressive strain on the top of the subgrade was analyzed by using the bitumen-structures-analysis-in-roads (BISAR) computer program. The maximum subgrade compressive strains were related with load equivalency factors in logarithmic coordinates for single- and tandem-axle loadings. The relation for triaxle loading was established by first plotting the equivalency factor determined from the AASHO approach against the maximum subgrade strain. Then a line was drawn through this point parallel to the lines of single- and tandem-axle loads. The load equivalency factors of various triaxle loading intensities were then obtained by entering the maximum subgrade strain of each load intensity into the relation. (Author)

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Available abstract

This paper presents the load equivalency factors of triaxle loading for flexible pavements. Two diffeent approaches were used to determine load equivalency factors--American Association of State Highway Officials' (AASHO) empirical and mechanistic approaches. AASHO's empirical approach was used first to determine the load equivalency factor of 338-kN (76-kip) triaxle loading. For this approach, experimental pavements were subjected to approximately 55,000 repetitions of 338-kN triaxle loading. The load equivalency factor determined was 2.60 for the range of structural numbers studied and for a terminal serviceability index of about 2.0. The mechanistic approach was used in order to include a broad range of triaxle loading intensity. For this approach, the maximum vertical compressive strain on the top of the subgrade was analyzed by using the bitumen-structures-analysis-in-roads (BISAR) computer program. The maximum subgrade compressive strains were related with load equivalency factors in logarithmic coordinates for single- and tandem-axle loadings. The relation for triaxle loading was established by first plotting the equivalency factor determined from the AASHO approach against the maximum subgrade strain. Then a line was drawn through this point parallel to the lines of single- and tandem-axle loads. The load equivalency factors of various triaxle loading intensities were then obtained by entering the maximum subgrade strain of each load intensity into the relation. (Author)

Key concepts: Subgrade, Serviceability (structure), Axle load, Structural engineering, Engineering, Load factor, Geotechnical engineering, Axle

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