Crack branching in composite materials
This project covers the parametric study of the stress intensity factors of a horizontal crack branching into two directions at the same angle and same distance, when the propagation of the crack is retarded by an inclusion. The analysis is performed with the finite element software, ANSYS/ MULTI...
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Format: | Final Year Project |
Language: | English |
Published: |
2009
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Subjects: | |
Online Access: | http://hdl.handle.net/10356/17107 |
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Institution: | Nanyang Technological University |
Language: | English |
Summary: | This project covers the parametric study of the stress intensity factors of a horizontal
crack branching into two directions at the same angle and same distance, when the
propagation of the crack is retarded by an inclusion.
The analysis is performed with the finite element software, ANSYS/ MULTIPHYSICS.
Different crack geometries are compared and studied by applying small increments to
the particular parameters to be investigated. It is observed that the stress intensity of
varying branching angles reaches a maximum at about an angle of 20 degrees, while stress
intensities rapidly decreases as the branching angle becomes larger than 20 degrees. The stress
intensity is also greatly influenced by the geometry of the ratio of the branched crack
length compared to its total length. Given the same horizontal crack length, a crack with
larger branch crack length is better able to reduce the stress intensity than its shorter
counterpart. The size of the inclusion in this study is discovered to have a linear
relationship with the stress intensity. In general, inclusions with Young’s modulus
smaller than the matrix’s will cause the stress to increase, while inclusions of strong
strength are more effective in reducing the stress intensity at the crack tip. |
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