Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique
Abstract & Details
Research Area
Mechanical Engineering
Keywords
Crack location
Crack depth
FFT Analyzer
Fuzzy logic model
Gaussian membership function
Trapezoidal membership function
.
Abstract
Fault Diagnosis is one of the important aspect in structural engineering for safety reasons. A crack in structural
components introduce the flexibility and it will influence the vibration parameters of that component. The presence
of damage leads to alteration in natural frequencies and mode shapes. The conventional methods of fault diagnosis
are available but main problem is to detect existence of crack with its location and depth. We used the changes in
natural frequencies because of crack presence as a basic criteria. Theoretical calculations are done to find out first
three natural frequencies by using Euler’s equation. ANSYS workbench 15.0 is used to find natural frequencies
along with the experimentation on FFT Analyzer. Experimental analysis conduct on total ten beam models having
square cross section. One beam is considered as uncracked beam and other nine beam are cracked beam. Cracks of
0.35mm width are produced on these nine beam by wire cutting machine. Fuzzy logic toolbox in Matlab
7.10.0(R2010a) is used as a solution for detection of crack location and crack depth. Gaussian membership function
is used for input and Trapezoidal membership function is used for output. Fuzzy rules are formed from the
information provided by the Finite element analysis and experimental analysis. Fuzzy controller use three input
variables i.e. normalized frequencies of first, second and third mode of vibration and two output variables i.e.
relative crack location and relative crack depth. The presented system is used to detect existence of a crack together
with its location and depth in the structure.
License
This work is licensed under a Creative
Commons
Attribution-ShareAlike 4.0 International License.
Author Information
| # | Name | Institute / Affiliation |
|---|---|---|
| 1 | Miss. More Rajashree Balasaheb | Sahyadri Valley College of Engineering and Technology,Rajuri |
| 2 | Dr.Zope Sanjay Bhaskar | Sahyadri Valley College of Engineering and Technology,Rajuri |
How to Cite
Use the following formats to cite this article in your research.
APA Style
Balasaheb, Miss. More Rajashree & Bhaskar, Dr.Zope Sanjay (2016). Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique. International Journal of Advance Research and Innovative Ideas In Education, 2(6), 1652-1661.
MLA Style
Balasaheb, Miss. More Rajashree, and Dr.Zope Sanjay Bhaskar. "Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique." International Journal of Advance Research and Innovative Ideas In Education, vol. 2, no. 6, 2016, pp. 1652-1661.
IEEE Style
Miss. More Rajashree Balasaheb and Dr.Zope Sanjay Bhaskar, "Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique," International Journal of Advance Research and Innovative Ideas In Education, vol. 2, no. 6, pp. 1652-1661, 2016.
Vancouver Style
Balasaheb Miss. More Rajashree, Bhaskar Dr.Zope Sanjay. Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique. International Journal of Advance Research and Innovative Ideas In Education. 2016;2(6):1652-1661.
Harvard Style
Balasaheb, Miss. More Rajashree & Bhaskar, Dr.Zope Sanjay (2016) 'Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique', International Journal of Advance Research and Innovative Ideas In Education, 2(6), pp. 1652-1661.
Chicago Style
Balasaheb, Miss. More Rajashree and Dr.Zope Sanjay Bhaskar. "Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique." International Journal of Advance Research and Innovative Ideas In Education 2, no. 6 (2016): 1652-1661.
Turabian Style
Balasaheb, Miss. More Rajashree and Dr.Zope Sanjay Bhaskar. "Detection of Crack Location and Crack Depth by Using Fuzzy Logic Technique." International Journal of Advance Research and Innovative Ideas In Education 2, no. 6 (2016): 1652-1661.
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