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While the influence of the glass composition on the linear approximation of the crack growth parameters has been shown by a series of experiments (Wiederhorn et al. 1991, 1993, 1997, 2001; Wiederhorn et al. 2016; Wiederhorn and Pitschke 2017), this study investigates the influence of the environmental conditions on the crack growth with respect to the glass composition. In the linear approximation, the influence of the environmental conditions on the crack growth rate can be expressed by the parameter (k_T).
{k_T = {k_{ ext {n}}}{k_{{ ext {v}_{0}}}}}
where (k_T) is the slope of the logarithmic law, (k_{ ext {n}}) and (k_{{ ext {v}_{0}}}) are the parameters from the Griffith theory. As the crack growth parameters are related to the power-law exponent ( ext {p}_{ ext {n}}) and ( ext {p}_{{ ext {v}_{0}}}), the influence of the environmental conditions on the crack growth can be expressed by the parameters (k_{ ext {n}}) and (k_{{ ext {v}_{0}}}) according to:
The crack growth criteria for determining the growth rate and the growth velocity of cracks are based on the propagation of a crack starting from a pre-existing crack tip. The crack growth criteria take into account the influence of friction, work, surface energy, and temperature. These criteria are based on a theoretical model provided by Crank and Kupferman (1996) and are defined by the following equations:
This study is organized as follows: First, the crack growth criteria and the experimental methods are presented. Next, the results of the experiments are presented and discussed. The last section summarizes the main findings of the study.
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