Abstract

Study of the stress–strain behaviour of municipal solid waste (MSW) is important in landfill design and management. Non-linear elastic constitutive models are usually in a simple form and convenient in engineering applications; however, most existing non-linear elastic models do not adequately consider the dilatancy behaviour, which has a significant influence on the strength and deformation behaviours of MSW. In this paper, a non-linear elastic model for the prediction of stress–strain behaviour of MSW is proposed based on the results of consolidated drained triaxial compression tests. The influence of dilatancy behaviour is identified and highlighted. The generalised shear stress can be normalised well by dividing the shear stress by the power function of the mean normal stress. Total expressions of normalised volumetric strain and generalised shear strain were established, and the dilatancy modulus and hardening modulus of the proposed model were obtained. The proposed model was used to simulate test results obtained from both published studies and the authors’ laboratory testing. The simulation results were in good agreement with the experimental values in general, although deviations were observed in the simulations of volumetric strain or shear stress for the high-dispersion characteristics of MSW.

Highlights

  • The stress–strain behaviour of municipal solid waste (MSW) affects many aspects of landfill design and operation, including deformation analysis of landfills, the integrity of the cover and appurtenant systems, stability analysis of landfills, the generation and dissipation of pore-water pressure in MSW and so forth (Babu et al, 2010; Lopes, 2014; Machado et al, 2002; Rowe, 2014)

  • MSW exhibits obvious non-linear shear strength properties with an increase in shear strain

  • Supposing that a triaxial compression test is carried out and that the increments of mean normal stress and shear stress are Dp and Dq, respectively, the accumulated volumetric strain eV2 generated in the consolidation and loading process can be calculated by Equation 7 with p = p1 + Dp and q = Dq as

Read more

Summary

Environmental Geotechnics

Research Article Paper 1600015 Received 15/04/2016; Accepted 17/10/2017 Published online 15/11/2017 Published with permission by the ICE under the CC-BY 4.0 license. (http://creativecommons.org/licenses/by/4.0/) Keywords: contaminated material/ fabric/structure of soils/strength & testing of materials

Cheng Guo
Introduction
The dilatancy behaviour of MSW
Simulated curve
This paper
Test simulation
Simulated curves
Findings
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call