-
-
July 31, 2020 at 3:34 pm
Samir Kadam
Ansys EmployeeWhat is kinematic hardening and what is the different between kinematic and isotropic hardening in application?
-
July 31, 2020 at 3:35 pm
prajput
Ansys EmployeeHi @skadam- Kinematic hardening is one of the hardening rules that describe the behavior of material after reaching yield surface. In the principal coordinate system, for kinematic hardening, the yield surface remains the same shape and size but merely translates in stress space.
-
July 31, 2020 at 3:35 pm
Ashish Khemka
Forum ModeratorHi @skadam, For isotropic hardening, the yield surface is symmetric about the stress axes, which means the yield strength in tension and compression are the same and they remain equal with the development of the yield surface. However, this is not true for most materials in reality. The yield strength in tension and compression grows differently. Usually, an increase in tensile yield strength occurs at the expense of compressive yield strength. We can this Bauschinger effect. Kinematic hardening takes Bauschinger effect in account.Â
-
July 31, 2020 at 3:37 pm
prajput
Ansys EmployeeJust to add: It should be noted that when the loading is monotonic, materials with isotropic hardening and kinematic will behave the same. Only when unloading is involved, the difference between the two hardening rules will be reflected.
-
Viewing 3 reply threads
- The topic ‘What is kinematic hardening and what’s the different between kinematic and isotropic hardening?’ is closed to new replies.
Ansys Innovation Space
Trending discussions
- The legend values are not changing.
- LPBF Simulation of dissimilar materials in ANSYS mechanical (Thermal Transient)
- Convergence error in modal analysis
- How to model a bimodular material in Mechanical
- APDL, memory, solid
- Meaning of the error
- Simulate a fan on the end of shaft
- Nonlinear load cases combinations
- Real Life Example of a non-symmetric eigenvalue problem
- How can the results of Pressures and Motions for all elements be obtained?
Top Contributors
-
3912
-
1414
-
1256
-
1118
-
1015
Top Rated Tags
© 2025 Copyright ANSYS, Inc. All rights reserved.
Ansys does not support the usage of unauthorized Ansys software. Please visit www.ansys.com to obtain an official distribution.