Title :
Mathematical Derivative of the Modified Critical State Theory and Its Application in Soil Mechanics
Author :
Mukabi, John Ngaya ; Kotheki, Sylvester
Author_Institution :
R&D, Design & Eng., Kensetsu Kaihatsu Ltd., Nairobi, Kenya
Abstract :
Recent research has shown that the conventional Critical State Theory (CST) is inadequate in modeling natural clays since the unified model was developed from behavior of saturated remolded clay which does not take into account factors such as the intrinsic composite geo-structure stress history, stress path, drain conditions and strain rate. This paper discusses and mathematically derives the Modified Critical State Theory (MCST), developed on the basis of the characteristics of model, natural and remolded clays. The importance and versatility of the MCST is demonstrated through some applications introduced within the framework of the Modified Critical State Soil Mechanics (MCSSM).
Keywords :
clay; geotechnical engineering; soil; stress-strain relations; drain conditions; intrinsic composite geo-structure stress history; mathematical derivative; modified critical state soil mechanics; modified critical state theory; natural clay modeling; saturated remolded clay; strain rate; stress path; Soil; Theory; component; critical state; mathematics; modified; soil-mechanics;
Conference_Titel :
Computer Research and Development, 2010 Second International Conference on
Conference_Location :
Kuala Lumpur
Print_ISBN :
978-0-7695-4043-6
DOI :
10.1109/ICCRD.2010.105