A platform for research: civil engineering, architecture and urbanism
A platform for research: civil engineering, architecture and urbanism
Explicit Incorporation of Asymptotic States into Hypoplasticity
A rearrangement of the hypoplastic constitutive equation is proposed that enables the incorporation of an asymptotic state boundary surface of an arbitrary pre-defined shape into the model, with any corresponding asymptotic strain rate direction. This opens the way for further development of hypoplastic models. Predictions of a new clay hypoplastic model based on the propsoed approach are shown for demonstration.
Explicit Incorporation of Asymptotic States into Hypoplasticity
A rearrangement of the hypoplastic constitutive equation is proposed that enables the incorporation of an asymptotic state boundary surface of an arbitrary pre-defined shape into the model, with any corresponding asymptotic strain rate direction. This opens the way for further development of hypoplastic models. Predictions of a new clay hypoplastic model based on the propsoed approach are shown for demonstration.
Explicit Incorporation of Asymptotic States into Hypoplasticity
Springer Ser.Geomech.,Geoengineer.
Yang, Qiang (editor) / Zhang, Jian-Min (editor) / Zheng, Hong (editor) / Yao, Yangping (editor) / Mašín, D. (author)
2013-01-01
8 pages
Article/Chapter (Book)
Electronic Resource
English
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