Effect of pulsating water jet processing on erosion grooves and microstructure in the subsurface layer of 25CrMo4 (EA4T) steel

• Published in: Wear 2023-07, Vol.524-525, p.204774, Article 204774
• Main Authors: Chlupová, Alice, Hloch, Sergej, Nag, Akash, Šulák, Ivo, Kruml, Tomáš
• Format: Article
• Language: English
• Subjects: EA4T steel; Erosion; Microstructure; Pulsating water jet; Subsurface damage
• ISSN: 0043-1648; 1873-2577
• DOI: 10.1016/j.wear.2023.204774

The erosion of 25CrMo4 (EA4T) steel was studied to determine the surface and subsurface damage due to the high-frequency impingement of water droplets using an ultrasonic droplet generator. The material under investigation is railway axle steel, where the pulsating water jet can be used as a surface treatment method to increase the fatigue resistance. The surface processing is related mainly to standoff-distance which was changed to explore the effect of pulsating water jet while the other parameters were kept constant. Surface and subsurface conditions of the material were analyzed by means of light microscopy, scanning electron microscopy and transmission electron microscopy. By altering the standoff distance, it is possible to investigate droplet impingement from the point of view of the pulsating water jet process for different purposes, such as for maximal erosion or for an increase of fatigue resistance by introduction of severe plastic deformation to the surface. The maximum erosion state was reached for a standoff distance of 35 mm when a crater depth of 750 μm and a width of 1500 μm was observed. The mild conditions, when only plastic deformation is reached occurred at a standoff distance of 21 mm. The occurrence of subsurface cavities in materials with higher hardness indicates a significant penetration ability of the periodic high-density action of water droplets at subsonic speeds. •Surface and subsurface erosion manifestations on EA4T steel were analyzed.•Microchannels due to penetration ability under the visible groove were observed.•The subsurface hardening on the sides of the groove is stochastic.