Study on Strength Reduction Method with Two Reduction-Factors
Ping Yang, Zhan Yuan Zhu, Zu Yin Zou
Abstract
Ping Yang, Zhan Yuan Zhu, Zu Yin Zou
Abstract
Because development degree and order as well as decay rate and degree of shear strength indexes, cohesion C and angle of internal friction , are not equal as slope failure, both should have their own security reserve. For this reason, it was proposed that C and should have different reduction-factors, rather than same about strength reduction method (SRM). And to take a slope as an example, by FLAC SRM and strength reduction slice method (SRSM), reduction-factors of the two indexes and dangerous slide surfaces of the slope were computed and comparatively analyzed under 9 different reduction conditions. The results obtained by FLAC SRM and SRSM accorded with each other well. Therefore conclusions can be drawn that different reduction conditions correspond to different two reduction-factors and dangerous slide surfaces, so that all these dangerous slide surfaces form a dangerous slide region; single reduction-factor method that reduction-factors of C and are same is only a special case of two reduction-factors method; two reduction-factors method can just reasonably reflect respective roles of C and as slope instability. The conclusions in turn confirm the above-mentioned viewpoint again.
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Because development degree and order as well as decay rate and degree of shear strength indexes, cohesion C and angle of internal friction , are not equal as slope failure, both should have their own security reserve. For this reason, it was proposed that C and should have different reduction-factors, rather than same about strength reduction method (SRM). And to take a slope as an example, by FLAC SRM and strength reduction slice method (SRSM), reduction-factors of the two indexes and dangerous slide surfaces of the slope were computed and comparatively analyzed under 9 different reduction conditions. The results obtained by FLAC SRM and SRSM accorded with each other well. Therefore conclusions can be drawn that different reduction conditions correspond to different two reduction-factors and dangerous slide surfaces, so that all these dangerous slide surfaces form a dangerous slide region; single reduction-factor method that reduction-factors of C and are same is only a special case of two reduction-factors method; two reduction-factors method can just reasonably reflect respective roles of C and as slope instability. The conclusions in turn confirm the above-mentioned viewpoint again.
Key concepts: Reduction (mathematics), Strength reduction, Cohesion (chemistry), Instability, Friction angle, Geotechnical engineering, Structural engineering, Engineering