2018
DOI: 10.4236/mme.2018.83014
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Experimentation on Tool Wear and Surface Roughness in AISI D2 Steel Turning with WC Insert

Abstract: The Taguchi method, based on an orthogonal arrangement (L 9 , 3 3 ), the variance analysis, the signal-to-noise ratios and the response surface methodology have been used to optimize maximum flank wear (VB max ) and surface roughness (Ra) of the cutting tool when turning a hardened steel AISI D2 (65 HRC) with PVD-TiAlN coated WC insert upon dry environment. By employing regression models; cutting speed, cutting depth and feed rate, which optimize maximum flank wear and surface roughness were validated. Results… Show more

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Cited by 12 publications
(2 citation statements)
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“…It was seen that as the cutting speed and depth of cut increases, flank wear increases. This concurs with the studies of Gabriel & Milton [37], Dureja et al [38], Lopez-Luiz et al [39], Das et al [40], Singh & Kumar [41], Rajesh Kumar Bhushan [42], Varaprasad et al [43], Suresh et al [44], and Tian-Syung Lan [45], the increment in cutting speed remarkably increases temperature at the interaction of tool tip and work piece and leads to more flank wear.…”
Section: Results and Analysissupporting
confidence: 89%
See 1 more Smart Citation
“…It was seen that as the cutting speed and depth of cut increases, flank wear increases. This concurs with the studies of Gabriel & Milton [37], Dureja et al [38], Lopez-Luiz et al [39], Das et al [40], Singh & Kumar [41], Rajesh Kumar Bhushan [42], Varaprasad et al [43], Suresh et al [44], and Tian-Syung Lan [45], the increment in cutting speed remarkably increases temperature at the interaction of tool tip and work piece and leads to more flank wear.…”
Section: Results and Analysissupporting
confidence: 89%
“…ANOVA in Table 4 also confirms that the depth of cut and cutting speed during hard turning greatly influenced the cutting tool flank wear by their contribution i.e 73.38% and 15.77%. This kind of trend was observed in the previous works of López-Luiz et al [39], Singh & Kumar [41], Rajesh Kumar Bhushan [42], Varaprasad et al [43], Nilrudra Mandal et al [46], and Meenu Sahu & Komesh Sahu [47].…”
Section: 𝑌 = 𝐶 𝑣^𝑘 𝑓^𝑙 𝑑^𝑚supporting
confidence: 78%