Macro-Micro Properties and Damage Model of Calcareous Sand Stabilized by Sulfoaluminate and Ferroaluminate Cements Under Different Water Environments. [PDF]
Gu M, Cao L, Cao P, Tan Z, Wang Z, Ma J.
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3D Perception-Based Adaptive Point Cloud Simplification and Slicing for Soil Compaction Pit Volume Calculation. [PDF]
Han C, Wei J, Shen T, Guo C.
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Numerical Simulation Study on the Temperature Rise Characteristics of Asphalt Pavement During Hot In-Place Recycling. [PDF]
Ma C +7 more
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Field investigation of the bearing behavior of grouted gravel pile composite foundations in Karst Terrain. [PDF]
Zhang L, Yan C, Jiang C.
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Influence mechanism exploration and machine learning prediction of loess compression deformation coefficient under multi-factor coupling effects. [PDF]
Zhou W, Deng C, Wang J.
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Study on accumulative plastic deformation of cement-fly ash improved subgrade coarse-grained soil under heavy-haul traffic loads and relative prediction based on PSO-ANN. [PDF]
Wenquan Z +5 more
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Machine learning approaches for predicting the structural number of flexible pavements based on subgrade soil properties. [PDF]
Ziar A.
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Correlation between Subgrade Reaction Modulus and CBR for Airport Pavement Subgrades
T&DI Congress 2014, 2014Subgrade characterization plays a key role in the thickness design of airport pavements. From a mechanical point of view, a subgrade soil represents a highly diverse heterogeneous structure. The usual practical way to deal with heterogeneous composites is to average their mechanical properties over the material volume.
K. Tuleubekov, D. R. Brill
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Design Subgrade Resilient Modulus for Florida Subgrade Soils
2003Many agencies still use empirical correlations developed to determine design subgrade resilient modulus based on California Bearing Ratio (CBR), R-Value or Soil Support Value (SSV) for pavement design projects. These relationships do not consider the stress dependency of the laboratory determined resilient modulus value. Backcalculated subgrade modulus
N Bandara, GM Rowe
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Trapezoidal footings on non‐linear subgrades
International Journal for Numerical and Analytical Methods in Geomechanics, 1984AbstractThe pressure versus settlement response is highly non‐linear for soils, in general. In the present study, a cubic equation of the type p = K1w − K2w3 is suggested to incorporate the non‐linear behaviour. A trapezoidal footing with constant depth resting on a subgrade having non‐linear response is analysed.
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