نتایج جستجو برای: associated flow rule

تعداد نتایج: 2091698  

2015
J Zhang Rodrigo Salgado Josselin de Jong

Rowe's stress–dilatancy relation for frictional (cohesion-less) materials has been a cornerstone of soil mechanics. The original derivation of this relationship was based on incorrect energy minimisation considerations, but the relationship was proven later by De Josselin de Jong using friction laws, and has been confirmed by a large body of experimental results. In contrast, the validity of Ro...

Journal: :Transactions of the Society of Instrument and Control Engineers 1985

Hosseinejad, F., Kalateh, F.,

Biot equations that consider fluid and soil interaction at the same time are the most applicable relationships in the soil dynamic analysis. However, in dynamic analysis, due to the sudden increase in the excess pore pressure caused by seismic excitation and the occurrence of high hydraulic gradients, the assumption of the Darcy flow used in these equations is questionable. In the present study...

Journal: :روش های عددی در مهندسی (استقلال) 0
محمدرضا پژند و هادی اصغری m. rezaiee-pajand and h. asghari

this paper is on the elasto-plastic analysis of plane stress problems. a five-parameter yield surface is presented. this yield criterion uses associate flow along with mixed hardening rule. the analytical formulations are written and related computer program for non-linear analysis is prepared. finally, based on the formulations, numerical examples are solved.

2007
Kamal Z. Zamli Nor Ashidi Mat Isa

Graph based visual languages are typically based on nodes, directed arcs and sub-graphs. Nodes represent function or actions, arcs carry data or control-flow signals, and subgraphs provide abstraction and modularization. Operations in graphs follow a firing rule which defines the conditions under which execution of node occurs. In the control flow based model, the firing rule is based solely on...

Linear stability analysis of the three dimensional plane wake flow is performed using a mapped finite di?erence scheme in a domain which is doubly infinite in the cross–stream direction of wake flow. The physical domain in cross–stream direction is mapped to the computational domain using a cotangent mapping of the form y = ?cot(??). The Squire transformation [2], proposed by Squire, is also us...

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