STUDY OF SOIL IMPROVEMENT WITH VACUUM SYSTEM IN KENDAL INDUSTRIAL PARK USING NUMERICAL SIMULATION
Vacuum system modeling for soft clay using finite element program is commonly used by the engineers when they find stability and settlement problems in an improvement area. Finite element program that frequently used is PLAXIS, because of simple modeling. However, the approach used in PLAXIS prog...
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Format: | Theses |
Language: | Indonesia |
Subjects: | |
Online Access: | https://digilib.itb.ac.id/gdl/view/65567 |
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Institution: | Institut Teknologi Bandung |
Language: | Indonesia |
Summary: | Vacuum system modeling for soft clay using finite element program is commonly
used by the engineers when they find stability and settlement problems in an
improvement area. Finite element program that frequently used is PLAXIS, because
of simple modeling. However, the approach used in PLAXIS program doesn’t match
the actual conditions of the vacuum system. The vacuum system generally provides
negative pore water pressure on the soil, so that suction will occur. While PLAXIS
used the concept of water level reduction, this is what makes the lack of accuracy
in the model. ABAQUS finite element program can model the real condition of the
vacuum system in the field by assigning negative pore water pressure, so it can
produce an accurate prediction of the soil improvement.
This study started with back-analysis of the axisymmetric model, field monitoring
data (settlement plate and N-SPT) is used as a calibration of the model. It was
continued with single-drain and multi-drain plane strain modeling with the
permeability equivalence equation of Indraratna (1997), Tran-Mitachi (2007), and
Kim-Lee (1996). Indraratna’s equation gives the best approach in this research.
Analysis that carried out in this study includes the distribution of vacuum pressure
in the PVD, the optimum duration of the vacuum system, changes of void ratio due
of loading, and lateral movement of the vacuum system.
The result of the study shows that vacuum pressure decreases linearly with
increasing depth and there is an optimum duration of vacuum system which is
indicated by an asymptotic increase in vacuum pressure. This research also
produces an equation that describes reduction of void ratio due vacuum system
loading. |
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