When a film adhered on rigid surface is in the peeling equilibrium, then the work of adhesion
W is given by the equation,
W=
P (1-cosθ), where
P is the peeling force per unit width and θ the peeling angle. This theoretical equation is examined experimentally in this study for polyisobutylene-glass and polyvinylacetate-glass systems.
From the results of experiment over a wide range of peeling rate (10
-5-1cm/sec), it is shown that the equation is valid at such small rate that the theoretically assumed equilibrium condition seems to be established. At larger rate the peeling force increases considerably and does not fit to the above equation.
Considering the work of elongation of stripped film due to this force, the following equation is derived.
_??_
where
Wa is the specific work of adhesion, λ the extension ratio,
t0 the thickness of the film, and
E the Young's modulus. Taking E (or λ) and
Wa as experimental parameters, this equation reproduces all experimental results satisfactorily. However, the given values of
E and
Wa are dependent of peeling rate, and the reason for it is not clarified by this static treatment.
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