An empirical model of the kinetics of Hydrogen-Induced Cracking (HIC) in API 5L steels was derived using the best-fit equation for experimental data obtained from cathodic charging tests. The model represents the growth of both individual and interconnecting cracks, using a double exponential equation known as the Gumbel distribution. Current density was the main independent input variable, as it is related to the hydrogen influx during the cathodic charging experiment. The results indicated that in the initial hours of cathodic charging most of the available HIC nucleation sites are activated, the growth of these individual cracks being the main contribution to the overall kinetics. Further crack growth is due to the interconnection of individual cracks, decreasing the growth rate until it becomes nearly zero. The proposed model is used in a simulation algorithm that accurately describes the complete HIC kinetics, for both short- and long-term hydrogen charging exposure, reproducing the effects of applied current density on the total cracked area and growth rates. Finally, the simulation algorithm adequately predicts the spatial distribution of HIC in a bidimensional plane that emulates the detection of HIC by C-scan ultrasonic inspection.
Rivas-López et al. (Mon,) studied this question.