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Fractal geometry model for wear prediction
G. Y. Zhou, M. C. Leu, D. Blackmore
Mathematical Sciences
Research output
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Contribution to journal
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Article
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peer-review
115
Scopus citations
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Dive into the research topics of 'Fractal geometry model for wear prediction'. Together they form a unique fingerprint.
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Keyphrases
Fractal Dimension
100%
Wear Prediction
100%
Fractal Geometry
100%
Wear Rate
100%
Geometry Model
100%
Wear Process
100%
Material Properties
50%
Prediction Method
50%
Contact Area
50%
Wear Testing
50%
Fractal Parameters
50%
Topothesy
50%
Surface Topography
50%
Contact Wear
50%
Low Wear Rate
50%
Fractal Characterization
50%
Real Contact Area
50%
Structure Function Method
50%
Fractal Dimension D
50%
Surface Characterization
50%
Contact Mechanics
50%
Engineering
Fractal Dimension
100%
Fractal Geometry
100%
Contact Area
66%
Wear Process
66%
Structure Function
33%
Experimental Result
33%
Good Agreement
33%
Fractal Parameter
33%
Low Wear Rate
33%
Contact Mechanics
33%
Surface Topography
33%
Material Science
Contact Area
100%
Wear Process
100%
Materials Property
50%
Surface Topography
50%
Wear Testing
50%
Contact Mechanics
50%
Mathematics
Fractal Dimension
100%
Fractal Geometry
100%
Fractal
66%
Good Agreement
33%
Structure Function
33%