MEASUREMENT OF SOIL-WATER CHARACTERISTIC CURVE (SWCC) BEYOND RESIDUAL SUCTION FOR SHALE IN CISOMANG AND DEVELOPMENT OF REGRESSION METHOD FOR SOIL-WATER CHARACTERISTIC CURVE (SWCC) EQUATION OF FREDLUND AND XING (1994)
The development of geotechnical engineering finds that not all soil conditions can be quantified by saturated soil mechanics or classical soil mechanics. One method to quantify unsaturated soil mechanics problems is soil-water characteristic curve (SWCC). The commonly used method for measuring SW...
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Format: | Final Project |
Language: | Indonesia |
Subjects: | |
Online Access: | https://digilib.itb.ac.id/gdl/view/74103 |
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Institution: | Institut Teknologi Bandung |
Language: | Indonesia |
Summary: | The development of geotechnical engineering finds that not all soil conditions can
be quantified by saturated soil mechanics or classical soil mechanics. One method
to quantify unsaturated soil mechanics problems is soil-water characteristic curve
(SWCC). The commonly used method for measuring SWCC is the filter paper
method.
Measurement with filter paper method is carried out by arranging soil samples with
filter paper and allowing them to quilibrate for a certain period of time. Calibration
is done with the Leong calibration curve based on the measurement of water content
on the filter paper to measure the value of matric suction. The values of water
content at equilibrium conditions and the corresponding matric suction values are
then combined to form the soil-water characteristic curve. In this study, the wetting
and drying soil-water characteristic curves were measured for clay shale soil in the
residual matric suction range with a water content of 1-3%. Verification and
comparison of laboratory test results were conducted using a numerical method
with SEEP/W and FORTRAN program to determine the best-fit curve. The
determination of the best-fit curve was based on the Fredlund and Xing SWCC
equation (1994), and the numerical calculations were performed using a bruteforce
method to find the best-fit parameters that produced the smallest sum-square
error. This research investigates the mathematical behavior of the Fredlund and
Xing SWCC equation to develop a simpler calculation method.
The laboratory testing results yielded an equilibrium time of 21 days for wetting at
a water content of 1% and 20 days at a water content of 3%. The SEEP/W modeling
resulted in an equilibrium time of 20 days for wetting at a water content of 1% and
18 days for wetting at a water content of 3%. The drying measurement at a water
content of 2% obtained from laboratory testing was 7-21 days. However, the
investigation of the mathematical behavior of the Fredlund and Xing SWCC
equation (1994) could not be approached using the steepest descent method,
requiring further research with a different approach. |
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