2019
DOI: 10.1007/s00339-019-2643-4
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Numerical study of three-body diamond abrasive nanoindentation of single-crystal Si by molecular dynamics simulation

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Cited by 14 publications
(5 citation statements)
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“…Temperature is an intrinsic measurement of the calculated overall properties of the workpiece, and the formula is: 1 2 i m i v i 2 = 3 2 N k b T , where only the atoms in the measurement area are calculated to ensure the accuracy of the results, v i represents the speed of the i th atom, m i denotes the mass of i th atom, and k b represents the Boltzmann constant. 5053 The workpiece is relatively stationary during polishing; therefore, the change of kinetic energy caused by workpiece motion should be ignored in calculations. Figure 5(a) demonstrates that when processing is carried out under graphene lubrication, the polishing zone has a higher temperature peak and a faster temperature drop, which is determined based on the good thermal conductivity of graphene.…”
Section: Resultsmentioning
confidence: 99%
“…Temperature is an intrinsic measurement of the calculated overall properties of the workpiece, and the formula is: 1 2 i m i v i 2 = 3 2 N k b T , where only the atoms in the measurement area are calculated to ensure the accuracy of the results, v i represents the speed of the i th atom, m i denotes the mass of i th atom, and k b represents the Boltzmann constant. 5053 The workpiece is relatively stationary during polishing; therefore, the change of kinetic energy caused by workpiece motion should be ignored in calculations. Figure 5(a) demonstrates that when processing is carried out under graphene lubrication, the polishing zone has a higher temperature peak and a faster temperature drop, which is determined based on the good thermal conductivity of graphene.…”
Section: Resultsmentioning
confidence: 99%
“…Therefore, the diamond indenter can be set as an absolute rigid body without deformation. 32 Meanwhile, in order to ensure the accuracy of simulation and shorten the computation time, the sizes of the workpiece is 30a � 30a � 30a (a ¼ 5:43 A o , which is the lattice constant of a single crystal Si) and the orientations of the single-crystal On the other hand, there are 217,800 silicon atoms in the workpiece, which are divided into three parts: boundary atoms, thermostat atoms and Newtonian atoms. 33 The boundary atoms that do not participate in the calculation are located at the bottom of the workpiece and remain fixed in space.…”
Section: Simulation Methodsmentioning
confidence: 99%
“…49 As it is shown in Table 5, when the cutoff distance is set to 2.6 A ˚, CN can be used to distinguish most of atoms in different phases. 32 It can be seen from Table 5 that the CN of Si-I phase is 4, which is brittle; Bct-5 still has crystal structure, but CN ¼ 5; the CN of Si-II phase is 6, which is plastic. The atoms with CN ¼ 3 are the atoms at the interface.…”
Section: Parametermentioning
confidence: 99%
“…The results showed that the oscillating movement has remarkable results in wiping out asperity atoms, although at high amplitude and low frequency causing some atoms from the flat substrate stuck to the abrasive and left some surface defects. Dai et al [21]. studied the nanoindentation mechanism of single crystal silicon at different rotational speeds.…”
Section: Introductionmentioning
confidence: 99%