[1] A. Casagrande, W. Shannon, Strength of soils under dynamic loads, Transactions of the american society of civil engineers, 114(1) (1949) 755-772.
[2] H. Seed, R. Lundgren, Investigation of the effect of transient loadings on the strength and deformation characteristics of saturated sands, Proceedings of the ASTM, Proceedings of the ASTM(54) (1954) 1288-1306.
[3] W. Heierli, Inelastic wave propagation in soil columns, Journal of the Soil Mechanics and Foundations Division, 88(6) (1962) 33-63.
[4] F. Tatsuoka, F. Santucci de Magistris, K. Hayano, Y. Momoya, J. Koseki, Some new aspects of time effects on the stress-strain behaviour of stiff geomaterials, The Geotechnics of Hard Soils-Soft Rocks, 2 (2000) 1285-1371.
[5] A. Chegenizadeh, M. Keramatikerman, H. Nikraz, Effect of loading strain rate on creep and stress-relaxation characteristics of sandy silt, Results in Engineering, 7 (2020) 100143.
[6] M. Bagheri, M. Rezania, M.M. Nezhad, An Experimental study of the initial volumetric strain rate effect on the creep behaviour of reconstituted clays, in: IOP Conference Series: Earth and Environmental Science, IOP Publishing, 2015, pp. 012034.
[7] K.-H. Park, C.-K. Chung, Y.-H. Jung, State-dependent volume change during creep in engineered silty sand, Journal of Geotechnical and Geoenvironmental Engineering, 145(6) (2019) 04019020.
[8] A. Augustesen, M. Liingaard, P.V. Lade, Evaluation of time-dependent behavior of soils, International Journal of Geomechanics, 4(3) (2004) 137-156.
[9] Ł. Kaczmarek, P. Dobak, Contemporary overview of soil creep phenomenon, Contemporary Trends in Geoscience, 6 (2017).
[10] P. Perzyna, Fundamental problems in viscoplasticity, in: Advances in applied mechanics, Elsevier, 1966, pp. 243-377.
[11] Y. Dafalias, A novel bounding surface constitutive law for the monotonic and cyclic hardening response of metals, in: Structural mechanics in reactor technology. Vol. L, 1981.
[12] H. Ghiabi, A. Selvadurai, Time-dependent mechanical behavior of a granular medium used in laboratory investigations, International Journal of Geomechanics, 9(1) (2009) 1-8.
[13] Y.-P. Yao, L.-M. Kong, A.-N. Zhou, J.-H. Yin, Time-dependent unified hardening model: three-dimensional elastoviscoplastic constitutive model for clays, Journal of Engineering Mechanics, 141(6) (2015) 04014162.
[14] M.N. Islam, C. Gnanendran, Elastic-viscoplastic model for clays: Development, validation, and application, Journal of Engineering Mechanics, 143(10) (2017) 04017121.
[15] V.N. Kaliakin, Y.F. Dafalias, Theoretical aspects of the elastoplastic-viscoplastic bounding surface model for cohesive soils, Soils and foundations, 30(3) (1990) 11-24.
[16] V.N. Kaliakin, Y.F. Dafalias, Verification of the elastoplastic-viscoplastic bounding surface model for cohesive soils, Soils and Foundations, 30(3) (1990) 25-36.
[17] Y. Dafalias, E. Popov, A model of nonlinearly hardening materials for complex loading, Acta mechanica, 21(3) (1975) 173-192.
[18] S. Kimoto, B. Shahbodagh Khan, M. Mirjalili, F. Oka, Cyclic elastoviscoplastic constitutive model for clay considering nonlinear kinematic hardening rules and structural degradation, International Journal of Geomechanics, 15(5) (2015) A4014005.
[19] J. Jiang, H.I. Ling, V.N. Kaliakin, On a damage law for creep rupture of clays with accumulated inelastic deviatoric strain as a damage measure, Mechanics Research Communications, 83 (2017) 22-26.
[20] B. Shahbodagh, T.N. Mac, G.A. Esgandani, N. Khalili, A bounding surface viscoplasticity model for time-dependent behavior of soils including primary and tertiary creep, International Journal of Geomechanics, 20(9) (2020) 04020143.
[21] T. Mac, B. Shahbodaghkhan, N. Khalili, A constitutive model for time-dependent behavior of clay, International Journal of Geological and Environmental Engineering, 8(6) (2014) 596-601.
[22] W. Higgins, T. Chakraborty, D. Basu, A high strain‐rate constitutive model for sand and its application in finite‐element analysis of tunnels subjected to blast, International Journal for Numerical and Analytical Methods in Geomechanics, 37(15) (2013) 2590-2610.
[23] J. Maranha, C. Pereira, A. Vieira, A viscoplastic subloading soil model for rate‐dependent cyclic anisotropic structured behaviour, International Journal for Numerical and Analytical Methods in Geomechanics, 40(11) (2016) 1531-1555.
[24] Y.F. Dafalias, M.T. Manzari, Simple plasticity sand model accounting for fabric change effects, Journal of Engineering mechanics, 130(6) (2004) 622-634.
[25] F. Askarinejad, A.M. Halabian, S.H. Hashemalhosseini, New Viscoplastic Bounding Surface Subloading Model for Time-Dependent Behavior of Sands, International Journal of Geomechanics, 21(4) (2021) 04021034.
[26] J. Jiang, H.I. Ling, V.N. Kaliakin, X. Zeng, C. Hung, Evaluation of an anisotropic elastoplastic–viscoplastic bounding surface model for clays, Acta Geotechnica, 12(2) (2017) 335-348.
[27] K. Liu, S. Chen, G. Voyiadjis, Integration of anisotropic modified Cam Clay model in finite element analysis: Formulation, validation, and application, Computers and Geotechnics, 116 (2019) 103198.
[28] M. Maleki, B. Cambou, A cyclic elastoplastic-viscoplastic constitutive model for soils, Geomechanics and Geoengineering: an International Journal, 4(3) (2009) 209-220.
[29] B. Cambou, K. Jafari, K. Elamrani, An elastoplastic model for granular material using three yielding mechanism. numerical models in geomechanics. NUMOG III. Proceedings of the 3RD International Symposium Held at Niagara Falls, Canada, 8-11 May 1989, Publication of: Elsevier Applied Science Publishers Limited, (1989) 149–167.
[30] M. Maleki, P. Dubujet, B. Cambou, Modélisation hiérarchisée du comportement des sols, Revue Française de génie civil, 4(7-8) (2000) 895-928.
[31] M. Maleki, B. Cambou, P. Dubujet, Development in modeling cyclic loading of sands based on kinematic hardening, International journal for numerical and analytical methods in geomechanics, 33(14) (2009) 1641-1658.
[32] D. Systemes, Abaqus user subroutines reference guide, (2013).
[33] P. Hicher, Experimental study of viscoplastic mechanisms in clay under complex loading, geotechnique, 66(8) (2016) 661-669.