FRAC-L09-XFEM.pdf
关于XFEM的资料
节选段落一:
Mesh-independent Fracture Modeling (XFEM)
Lecture 9
L9.2
Modeling Fracture and Failure with Abaqus
Overview
• Introduction
• Basic XFEM Concepts
• Damage Modeling
• Creating an XFEM Fracture Model
• Example 1 – Crack Initiation and Propagation
• Example 2 – Propagation of an Existing Crack
• Example节选段落二:
• These topics will be discussed in this lecture
Basic XFEM Concepts
L9.9
Modeling Fracture and Failure with Abaqus
Basic XFEM Concepts
• eXtended Finite Element Method (XFEM) Background
• XFEM extends the piecewise polynomial function space of conventional finite
element methods with extra functions节选段落三:
0.01
.
.
.
4
L9.35
Modeling Fracture and Failure with Abaqus
Example 1 – Crack Initiation and Propagation
Set analysis controls to improve convergence behavior (cont’d)
• Use numerical scheme applicable to discontinuous analysis
*STEP
*STATIC, inc=10000
0.01, 1.0, 1.0e-09, 0.01
.
.
.
Mesh-independent Fracture Modeling (XFEM)
Lecture 9
L9.2
Modeling Fracture and Failure with Abaqus
Overview
• Introduction
• Basic XFEM Concepts
• Damage Modeling
• Creating an XFEM Fracture Model
• Example 1 – Crack Initiation and Propagation
• Example 2 – Propagation of an Existing Crack
• Example节选段落二:
• These topics will be discussed in this lecture
Basic XFEM Concepts
L9.9
Modeling Fracture and Failure with Abaqus
Basic XFEM Concepts
• eXtended Finite Element Method (XFEM) Background
• XFEM extends the piecewise polynomial function space of conventional finite
element methods with extra functions节选段落三:
0.01
.
.
.
4
L9.35
Modeling Fracture and Failure with Abaqus
Example 1 – Crack Initiation and Propagation
Set analysis controls to improve convergence behavior (cont’d)
• Use numerical scheme applicable to discontinuous analysis
*STEP
*STATIC, inc=10000
0.01, 1.0, 1.0e-09, 0.01
.
.
.