2022
DOI: 10.1016/j.jmapro.2022.07.014
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Temperature field modelling in the form grinding of involute gear based on high-order function moving heat source

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Cited by 14 publications
(5 citation statements)
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“…On the other hand, the multigranular wheel showed higher grain fracture toughness. The physics of the grinding phenomenon shows that there was increased grain chipping in the conventional disc, showing abrasive wear [ 53 ]. With regard to the quality of grinding, the conventional wheel had a greater depth of abrasive grains micro-cuts, resulting in an increase in surface roughness compared to the multigranular disc [ 54 ].…”
Section: Resultsmentioning
confidence: 99%
“…On the other hand, the multigranular wheel showed higher grain fracture toughness. The physics of the grinding phenomenon shows that there was increased grain chipping in the conventional disc, showing abrasive wear [ 53 ]. With regard to the quality of grinding, the conventional wheel had a greater depth of abrasive grains micro-cuts, resulting in an increase in surface roughness compared to the multigranular disc [ 54 ].…”
Section: Resultsmentioning
confidence: 99%
“…Additionally, continuous grinding on the tooth grooves multiple times blocked the fluid entering the contact area and promoted grinding temperature [ 18 ]. According to the grinding temperature model established by Yang et al [ 19 ], when a transient point heat source occurred at in an infinite homogeneous space, as shown in Figure 3 , the temperature change at any point in the space over time could be calculated as: …”
Section: Resultsmentioning
confidence: 99%
“…Additionally, continuous grinding on the tooth grooves multiple times blocked the fluid entering the contact area and promoted grinding temperature [18]. According to the grinding temperature model established by Yang et al [19], when a transient point heat source Q d occurred at O(0, 0, 0) in an infinite homogeneous space, as shown in Figure 3, the temperature change at any point M(x, y, z) in the space over time τ could be calculated as: on the tooth grooves multiple times blocked the fluid entering the contact area and promoted grinding temperature [18]. According to the grinding temperature model established by Yang et al [19], when a transient point heat source d Q occurred at (0,0,0) O in an infinite homogeneous space, as shown in Figure 3, the temperature change at any point ( , , ) M x y z in the space over time τ could be calculated as: As shown in Figure 4, when the heat source was replaced by an instantaneous infinitely long linear heat source along the z-axis, and the uniform heat output was s Q , the temperature change to any point ( , , ) M x y z in space over time τ was the integral of the point heat source along an infinitely long straight line, as shown below: In which T was the temperature change, c was the specific heat capacity of workpiece material, ρ was the density of workpiece material, and α was the thermal conductivity.…”
Section: Grinding Temperaturementioning
confidence: 99%
“…Jiang et al 14 analyzed the influence of grinding parameters on the thickness of the white layer during form grinding of quenched transmission gear was, and investigated the microstructure evolution and mechanism of severe burn formation. Based on high-order function curve moving heat source distribution in the grinding zone, Yang et al 15 established a new temperature model, however, compared with the traditional models, the new model greatly reduce the disadvantages caused by improper heat source shape assumptions under the nonuniform grinding conditions along the tooth profile. Zhao et al 16 gained the effect of grinding parameters such as spindle speed and ultrasonic amplitude for the characteristics of residual compressive stress accumulation by comparing the single factor experimental and finite element simulation results.…”
Section: Introductionmentioning
confidence: 99%