Fig. 8
![Multi-inclusion model and the resultant dimensional von Mises
stresses σvonr/ph in the xz plane using different methods:
(a) multi-inclusion model, (b)
from the new method, (c) based on Zhou et al.
[16], and
(d) based on Liu et al. [17]](https://asmedc.silverchair-cdn.com/asmedc/content_public/journal/tribology/135/3/10.1115_1.4023948/7/trib_135_3_031401_f008.png?Expires=1716619905&Signature=gV2xQyZGG-UK8sq~3q56hfC8dllpMPprxs~-cBOt8VNCNqWUyO2qiFlB6NI4AYerF-waINE2WGPXJoD35S6QY5gKVibtlD5-KEiyFPcdoCuScpLWss-~zGEiGFuuS36ygdheDSCVyBIAiCpXnksYZQAd6IwYV-EmL7MYm6bBuQTdScIa-F1aEdnRzgWs2Kck~JPwYHZoRNlrWF~hEJDTdiFpfPt2QysTmaXaHgH7JmjnXC23OGwIi1DrviW5WPosscCChWKqiVq8LuAYIDbUa9FbgUg0jgS6IWC63rgLJAnXpf8oZKcTrtF6-Yfpf6JYqGHEbhKzUl--kacwZoO8Cw__&Key-Pair-Id=APKAIE5G5CRDK6RD3PGA)
Multi-inclusion model and the resultant dimensional von Mises stresses in the xz plane using different methods: (a) multi-inclusion model, (b) from the new method, (c) based on Zhou et al. [16], and (d) based on Liu et al. [17]
Multi-inclusion model and the resultant dimensional von Mises stresses in the xz plane using different methods: (a) multi-inclusion model, (b) from the new method, (c) based on Zhou et al. [16], and (d) based on Liu et al. [17]
