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Analysis of Using the Empirical Model of Organic Soil Consolidation to Predict Settlement Cover

Analysis of Using the Empirical Model of Organic Soil Consolidation to Predict Settlement

Open Access
|Jul 2023

Figures & Tables

Figure 1.

Assumed column of organic soil for calculation; σ0 – loading by the preload embankment (kPa); σz – stresses in the soil in the column under consideration (kPa); HT – organic soil thickness (m); Em_1 – constrained modulus of elasticity of peat material in the column under consideration; determined by the first model (kPa); A – analysed point (−); hn – the height of the embankment (m); γ – the unit weight of the embankment (kN/m3); z – the axis of depth [9, 10]
Assumed column of organic soil for calculation; σ0 – loading by the preload embankment (kPa); σz – stresses in the soil in the column under consideration (kPa); HT – organic soil thickness (m); Em_1 – constrained modulus of elasticity of peat material in the column under consideration; determined by the first model (kPa); A – analysed point (−); hn – the height of the embankment (m); γ – the unit weight of the embankment (kN/m3); z – the axis of depth [9, 10]

Figure 2.

Assumptions made for the model; a) calculated column in methods b) adopted coordinate system for calculations; σ0 – loading by the preload embankment (kPa); σz – stresses in the soil in the column under consideration (kPa); HT – organic soil thickness (m); Em_2 – constrained modulus of elasticity of peat material in the column under consideration; determined by the second model (kPa); A, analysed point (−); hn – the height of the embankment (m); γ – the unit weight of the embankment (kN/m3); z – the axis of depth [10]
Assumptions made for the model; a) calculated column in methods b) adopted coordinate system for calculations; σ0 – loading by the preload embankment (kPa); σz – stresses in the soil in the column under consideration (kPa); HT – organic soil thickness (m); Em_2 – constrained modulus of elasticity of peat material in the column under consideration; determined by the second model (kPa); A, analysed point (−); hn – the height of the embankment (m); γ – the unit weight of the embankment (kN/m3); z – the axis of depth [10]

Figure 3.

Scheme of embankments with the arrangement of measuring benchmarks [3, 16, 17]
Scheme of embankments with the arrangement of measuring benchmarks [3, 16, 17]

Figure 4.

The change of stresses working on the subsoil σ(t) and settlement in time s(t) for embankments
The change of stresses working on the subsoil σ(t) and settlement in time s(t) for embankments

Figure 5.

The changing settlement in time s(t) for embankments
The changing settlement in time s(t) for embankments

Figure 6.

The constrain elasticity modulus: a. for the first embankment; b. for the second embankment
The constrain elasticity modulus: a. for the first embankment; b. for the second embankment

The details of embankments [13, 15, 16, 17, 18]

The first embankmentThe second embankment
Dimension at the base16 × 26 m19.8 × 23.6 m
Initial height2.0 m2.2 m
Material of embankmentMSaMSa
Bulk density of embankmentγ =17.5 kN/m3,γ =18.18 kN/m3,
Height of organic soil layer4.0 m4.0 m
Type of organic soil2 m of peat and 2 m of gyttja4 m of peat
Water content of organic soilw = 418% (peat);w= 135% (gyttja)Peat – w = 426%
Bulk densityPeat – γ =10.5 kN/m3Gyttja – γ =13.5 kN/m3Peat – γ =10.5 kN/m3
Organic matter contentPeat – Iż = 99%;Gyttja – Iż = 44.25%Peat – Iż = 90%
DOI: https://doi.org/10.2478/acee-2023-0020 | Journal eISSN: 2720-6947 | Journal ISSN: 1899-0142
Language: English
Page range: 111 - 117
Submitted on: Jan 15, 2023
Accepted on: Mar 27, 2023
Published on: Jul 20, 2023
Published by: Silesian University of Technology
In partnership with: Paradigm Publishing Services
Publication frequency: 4 times per year

© 2023 Zygmunt Meyer, Magdalena Olszewska, published by Silesian University of Technology
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.