Abstract
A common way to improve the scratch resistance of a sensitive surface is to coat it with a thin film. However, the substrate/thin film adhesion must be well controlled and measurable. The contribution of the present work is to propose a global energy balance model of the blistering process for the scratching of a substrate/thin film system, which permits one to determine the adhesion of the system. The adhesion can be measured by following the delaminated area as a function of the scratching distance during blistering. The particular case of an experimental stable blistering process was studied and the corresponding substrate/thin film adhesion was derived using the global energy balance model.
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Abbreviations
- V tip :
-
Scratching velocity
- F n , F t :
-
Normal and tangential loads respectively
- T :
-
Temperature
- ΔW :
-
Work provided by the loading indenter
- ΔEF :
-
Fracture energy
- ΔED :
-
Energy released in dissipative phenomena other than fracture
- ΔEE :
-
Elastic energy
- d :
-
Scratching distance
- µ app :
-
Apparent friction coefficient
- µ local :
-
Local friction coefficient
- ΔAinterf. :
-
Surface created at the interface
- ΔAcoh. :
-
Surface created within the material
- γ s−interf. :
-
Surface energy required to create 1 unit of interfacial new surface
- γ s−coh. :
-
Surface energy required to create 1 unit of cohesive new surface
- δW D :
-
Dissipative work (fracture excluded) per unit of scratching distance
- δW E :
-
Elastic work per unit of scratching distance
- δW DP :
-
Plastic deformation work of the system per unit of scratching distance
- δW DF :
-
Work due to the true local friction
- σ y :
-
Yield stress of the substrate
- S t :
-
Cross section of the plastic zone in the scratching track left on the surface
- ΔAB :
-
Area of the blister
- p atm :
-
Atmospheric pressure
- \( \overline {h_{{\text{a}}} } \) :
-
Average height of the blister
- ΔA :
-
Delaminated area variation
- Δd :
-
Scratching distance variation
- W idth :
-
Width of the blister as defined in Fig. 1
- R :
-
Radius of curvature of the indenter tip
- a :
-
Contact radius
- e :
-
Thickness of the film
- L g :
-
Width of the groove
- \( \dot \varepsilon \) :
-
Strain rate
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Acknowledgement
The authors would like to thank C. Robert for his preliminary experimental work.
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Le Houérou, V., Gauthier, C. & Schirrer, R. Energy based model to assess interfacial adhesion using a scratch test. J Mater Sci 43, 5747–5754 (2008). https://doi.org/10.1007/s10853-008-2869-6
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DOI: https://doi.org/10.1007/s10853-008-2869-6