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Consolidation Analysis By The Extended Taylor Method ( Etm )

Last Update2014-11-04
TitleConsolidation Analysis By The Extended Taylor Method ( Etm )
Author(s)Author #1
Author title:
Name: Mohammed Shukri Al-Zoubi
Org: Civil and Environmental Engineering Department, Faculty of Engineering, Mutah University, Jordan.

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Contact AuthorAuthor #1
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KeywordsTaylor�s method, Casagrande�s method, Coefficient of vertical consolidation, End of primary settlement, Initial compression, Secondary compression.
AbstractThe Taylor t method is extended for improving the estimation of the end-of-primary (EOP) settlement  p and coefficient of vertical consolidation cv . The extended Taylor method (ETM) utilizes the same graphical procedure of the conventional Taylor method, but this procedure is repeated twice at any two U values greater than 52.6% instead of the one used in the Taylor method at 90%; U is the average degree of consolidation. The ETM explicitly relates v c to the slope of the initial linear portion of the t  - t curve as well as the EOP settlement p  ; t  is the settlement at time t during consolidation. The ETM can be applied with a minimum of four consolidation data points for estimating  p and cv . Two types of EOP settlements are distinguished; firstly, local EOP settlement  pi obtained by matching experimental results to theory at a particular U value; secondly, global EOP settlement  p obtained by extrapolation using two or more local EOP settlements. The ETM explains the observed differences in cv values estimated by the existing methods in terms of the differences in  p values obtained by these existing methods. Experimental results are used to validate and compare the extended Taylor method with the existing methods.
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