Assessment of residual life of a plate with a system of cracks under a maneuver loading and corrosive environment effect
摘要
Using the energy approach, a mathematical model is developed to study the kinetics and determine the period of subcritical growth of a system of cracks in a plate under the influence of a corrosive environment and a maneuver loading mode. The mathematical model is a differential equations with initial and boundary conditions, which describe the rate and direction of crack propagation. The model was applied to determine the residual life of a plate made of steel St3 with a two-periodic system of cracks under maneuver loading and corrosive-active environment.