Javascript must be enabled to continue!
Influence of Anisotropic Yield Functions on Parameters of Yoshida-Uemori Model
View through CrossRef
Yoshida-Uemori model (Y-U model) can be used with any types of yield functions. The calculated stress strain response will be, however, different depending on the chosen yield function if the yield function and the effective strain definition are inappropriate. Thus several modifications to Y-U model were proposed in the 10th International Conference on Technology of Plasticity. It was ascertained that in the modified Y-U model, the same set of material parameters can be used with von Mises, Hill’s 1948, and Hill’s 1990 yield function. In this study, Yld2000-2d and Yoshida’s 6th-order polynomial type 3D yield function were examined and it was clarified that the same set of Y-U parameters can be used with these yield functions.
Trans Tech Publications, Ltd.
Title: Influence of Anisotropic Yield Functions on Parameters of Yoshida-Uemori Model
Description:
Yoshida-Uemori model (Y-U model) can be used with any types of yield functions.
The calculated stress strain response will be, however, different depending on the chosen yield function if the yield function and the effective strain definition are inappropriate.
Thus several modifications to Y-U model were proposed in the 10th International Conference on Technology of Plasticity.
It was ascertained that in the modified Y-U model, the same set of material parameters can be used with von Mises, Hill’s 1948, and Hill’s 1990 yield function.
In this study, Yld2000-2d and Yoshida’s 6th-order polynomial type 3D yield function were examined and it was clarified that the same set of Y-U parameters can be used with these yield functions.
Related Results
Implicit Stress Integration and Consistent Tangent Matrix for Yoshida’s 6th Order Polynomial Yield Function Combined with Yoshida-Uemori Kinematic Hardening Rule
Implicit Stress Integration and Consistent Tangent Matrix for Yoshida’s 6th Order Polynomial Yield Function Combined with Yoshida-Uemori Kinematic Hardening Rule
This paper describes fully implicit stress integration scheme for Yoshida’s 6thorder yield function combined with Yoshida-Uemori kinematic hardening model and its consistent tangen...
Springback Analysis of Aluminum Alloy Sheet Metals by Yoshida-Uemori Model
Springback Analysis of Aluminum Alloy Sheet Metals by Yoshida-Uemori Model
During the last few decades, the enhancement of prediction capability of the sheet metal forming have been increasing dramatically. High accurate yield criteria and wokhardening mo...
Model And Calculation of In-Situ Stresses In Anisotropic Formations
Model And Calculation of In-Situ Stresses In Anisotropic Formations
Abstract
In-situ stress has great influence on wellbore stability, well trace controlling and hydraulic fracturing design, therefore its estimation is considerabl...
Study of response characteristics of cross-well induced polarization method in anisotropic media
Study of response characteristics of cross-well induced polarization method in anisotropic media
The borehole induced polarization method has been widely used in deep mineral exploration, oil and gas resource exploration, and water resource exploration because of its high effi...
Yoshida Shigeru
Yoshida Shigeru
The most complete autobiography of Yoshida Shigeru available in English, this expanded translation of his memoirs traces the remarkable life and times of one of Japan's most powerf...
Analysis of anisotropy anomalies identification in apparent resistivity observation
Analysis of anisotropy anomalies identification in apparent resistivity observation
Since 1966, China has been using apparent resistivity observation to forecast strong aftershocks of the Xingtai earthquake. Retrospective studies of subsequent strong earthquakes h...
An Integrally Embedded Discrete Fracture Model for Flow Simulation in Anisotropic Formations
An Integrally Embedded Discrete Fracture Model for Flow Simulation in Anisotropic Formations
The embedded discrete fracture model (EDFM), among different flow simulation models, achieves a good balance between efficiency and accuracy. In the EDFM, micro-scale fractures tha...
Thermal Analysis of AlGaN/GaN HEMTs Considering Anisotropic And Inhomogeneous Thermal Conductivity
Thermal Analysis of AlGaN/GaN HEMTs Considering Anisotropic And Inhomogeneous Thermal Conductivity
Abstract
To examine the differences of thermal characteristics introduced by material thermal conductivity, anisotropic polycrystalline diamond (PCD) and GaN are analyzed b...

