2017
DOI: 10.1177/0954405417697348
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A study on the milling temperature and tool wear of difficult-to-machine 508III steel

Abstract: Difficult-to-machine 508III steel is widely applied in the water-chamber heads of steam generators for nuclear power stations of AP1000 nuclear islands. The dominant machining process for these components is heavy-duty cutting. Since 508III endures significant mechanical impacts and alternating thermal loads during milling, the cutting temperature is relatively high. High temperatures reduce the surface quality of the workpieces and accelerate insert wear, which shortens the insert service life and reduces cut… Show more

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Cited by 11 publications
(10 citation statements)
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“…This means that the time-dependent true integration intervals Dz p (t) = z p, 2 (t) À z p, 1 (t) will differ for different segments. On mirrowing the analytical procedure in Ozoegwu and Eberhard 44 in evaluating the integrals in equations ( 3)-( 5), the arising upgraded closed-form cutting force models which no longer require the screening functions g p (t) retain most of the symbolic representations in equations ( 1)-( 10) except for modifications of the trigonometric functions C 1p (t), S 1p (t), C 2p (t), and S 2p (t) to C 1p (t) = cos u (2) p (t) À cos u (1) p (t), S 1p (t) = sin u (2) p (t) À sin u (1) p (t), C 2p (t) = cos (2u (2) p (t)) À cos (2u (1) p (t)),…”
Section: The Upgraded Closed-form Cutting Force Modelsmentioning
confidence: 99%
See 1 more Smart Citation
“…This means that the time-dependent true integration intervals Dz p (t) = z p, 2 (t) À z p, 1 (t) will differ for different segments. On mirrowing the analytical procedure in Ozoegwu and Eberhard 44 in evaluating the integrals in equations ( 3)-( 5), the arising upgraded closed-form cutting force models which no longer require the screening functions g p (t) retain most of the symbolic representations in equations ( 1)-( 10) except for modifications of the trigonometric functions C 1p (t), S 1p (t), C 2p (t), and S 2p (t) to C 1p (t) = cos u (2) p (t) À cos u (1) p (t), S 1p (t) = sin u (2) p (t) À sin u (1) p (t), C 2p (t) = cos (2u (2) p (t)) À cos (2u (1) p (t)),…”
Section: The Upgraded Closed-form Cutting Force Modelsmentioning
confidence: 99%
“…with the limit angles u (1) p (t) and u (2) p (t) for the engaged segments (i.e. either mod(u p (t), 2p) or mod(u pÀ1 (t), 2p) is (or both are) in ½u s , u e ) given as…”
Section: The Upgraded Closed-form Cutting Force Modelsmentioning
confidence: 99%
“…The dimensional accuracy and surface integrity of manufactured workpieces are directly affected by temperature variations during manufacturing and these two specifications are indicators of the conformance of the manufactured workpieces to the design intent. 14 Therefore, there is a need to have a system in place for temperature control and/or to compensate for the effect of temperature variation.…”
Section: Introductionmentioning
confidence: 99%
“…Titanium alloy Ti6Al4V, as a typical difficult-to-machine material in aerospace, has poor thermal conductivity, low plasticity, high chemical activity, and small elastic modulus, which leads to small cutting deformation, high cutting temperature, large cutting force per unit area, and serious tool adhesion during cutting process, resulting in serious tool wear and poor surface quality, 1,2 affecting the development of titanium alloy cutting field. The tool failure boundary map provides a safe operating area for cutting tools by adding different types of failure boundaries, so as to ensure that the combination of cutting parameters in the safe area does not fail before the scheduled replacement time of the tool.…”
Section: Introductionmentioning
confidence: 99%