2012
DOI: 10.1016/j.compositesb.2012.01.007
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Optimization of machining parameters at high speed drilling of carbon fiber reinforced plastic (CFRP) laminates

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Cited by 337 publications
(146 citation statements)
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“…Moreover, the effect of increase in cutting speed is more significant on the peel-up delamination than the push-down delamination, as shown in Figure 7. This quantitative interpretation of peel-up and push-down delamination with varying cutting speed is equivalent to the microscopic analysis (see Figure 6) and is also found in strong agreement in similar studies [11][12][13]27,39,57]. In Figure 7, the least peel-up and push-down delamination are recorded for 9000 rpm and 6000 rpm, respectively.…”
Section: Delamination Factor (F D )supporting
confidence: 62%
“…Moreover, the effect of increase in cutting speed is more significant on the peel-up delamination than the push-down delamination, as shown in Figure 7. This quantitative interpretation of peel-up and push-down delamination with varying cutting speed is equivalent to the microscopic analysis (see Figure 6) and is also found in strong agreement in similar studies [11][12][13]27,39,57]. In Figure 7, the least peel-up and push-down delamination are recorded for 9000 rpm and 6000 rpm, respectively.…”
Section: Delamination Factor (F D )supporting
confidence: 62%
“…From the results of these trials, it can be noticed that the cutting speed did not influence the tool life, measured in number of holes, within the studied range, whereas the lowest feed rate yielded a decrease in the tool life. Other literature in the machining of CFRP presented different results (Azmi et al, 2013;Krishnaraj et al, 2012;Mamalis et al, 2005;Rawat and Attia, 2009). Mamalis claimed that Taylor's model was applicable to the drilling of CFRP, and successfully calculated n and C constants, obtaining an inverse V c -T relationship, using Taylor's model (Mamalis et al, 2005).…”
Section: Figure 1 Typical Tool Life Curvesmentioning
confidence: 99%
“…O compósito, entretanto, é a junção das duas partes, e pode-se demonstrar isso pelo fato de que, quando algumas fibras se rompem, a deformação elástica ou plástica da matriz produz forças de cisalhamento que gradualmente fazem os fragmentos de fibra exercer resistência novamente. Desse modo, percebe-se que, na ausência da matriz, as fibras ao redor teriam de suportar um aumento maior de tensão o que tornaria o material mais frágil [2,3] .…”
Section: Introductionunclassified