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Selection of characteristic values
from cone penetration test
Olsi Koreta
Erdi Myftaraga
Albanian Geotechnical Society
5th
- Introduction
- CPT profile
- Filtering data
- Descriptive statistics
- Characteristic qc values
- Results
Outline
Selection of characteristic values for CPT…
important and difficult task!
An unified procedure of selection does not exist.
Bias, subjectivity and different interpretations.
Introduction
measured value
derived value
characteristic value
design value
Introduction
Examples of characteristic values selection:
2nd Set of Eurocode7
Design Examples (qc)
Introduction
Examples of characteristic values selection:
2nd Set of Eurocode7
Design Examples (cu)
CPT profile
GEE002, located in Greene (Arkansas, USA), USGS Earthquake
Science Center (Holzer et al., 2010)
Filtering data
Remove picks related to
measurement anomalies, errors, and
very thin layers (lenses)
______________________________
!!!
Do not neglect important
information!
Do not remove data which represent
significant layers!
______________________________
The moving window method (Vessia
and Cherubini, 2007)
Descriptive statistics
Characteristic qc values
Eurocode1990 “Basis of design” defines the characteristic value as a
5% fractile value, when a low value of the material is unfavorable.
works well for man-made
materials (low variability)
fails when applied to geotechnical
parameters (high variability)
EN 1997-1“Geotechnical design”, “the characteristic value of a
geotechnical parameter shall be selected as a cautious estimate of
the value affecting the occurrence of the limit state”
? How much ground is involved
? The required level of confidence
? Existing background information of site
? Number of samples and extension
Characteristic qc values
qcmean – mean value of qc for a specific depth
K – statistical coefficient (i.e. confidence level)
s – standard deviation of qc data
5 approaches
for K
Characteristic qc values
3 approaches for
mean values line
Best-fit line
(all the profile)
Best-fit line
(each layer)
Simple mean
(each layer)
Results
Plots of characteristic values and residuals
Results
The first approach gives larger residuals which
don’t fit so well with normal distribution
separate
layers
Results
5% fractile
approach
large
conservationism
Results
50% fractile approach
(due to the large number of data)
close to the initial
trend line
Results
Schneider’s
equation
looks very
appropriate*
difficult to quantify
or to measure
Results
Difficult to get a single line (value) for characteristic values of qc:
- different available approaches,
- subjectivity during the cautious estimate process
- large variability in qc values.
Thank you for your attention!

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