Polished hard alloy plates of TNMG 22 04 12 with multilayer wear proof coatings were used. Experiments on the hard alloy tool were carried out on steel 40X on the machine tool 16K20, at cutting speed of 310 m/min and depth of cutting 0.4mm. The feed rate was changed from 0.05 to 0.3 mm/turn.
The experiments to study the deterioration mechanism were conducted on a tribometer which is integrated with a computer for processing the data. This set-up allows us to study the tribological characteristics of materials, to investigate the process of contact interaction and also to measure the temperature at the contact zone [12]. Pictures of the cutting edges of these plates have been taken using high resolution (x800) camera.
The comparison between the friction coefficient obtained with pin-on-disc tests and that acquired in metal cutting laboratory conditions allows concluding that pin-on-disc tests, when performed with an adequate control of texture and surface roughness, are capable of providing a good estimate of the average value of the friction coefficient in metal cutting applications [13]. Tribological contact is created by pressing the motionless penetrator (finger) against a rotating disk on which the samples are kept to produce a face friction [14]. Applications of samples with the following geometrical sizes are possible in the pin on disc tester:
- "Penetrator" - the cylinder Ø3 to Ø6 mm; height of 25 mm
- Disk - Ø50 to Ø55mm and thickness 3 to 10 mm.
Loading on samples from 0.5N to 50N, the radius of friction measurement from 0 to 20 mm, speed of rotation of the disk 15rpm to 1500 rpm.
Registration of values of force of friction is transferred to the computer by means of the built in analogue-digital converter.
Influence of speed of relative sliding Vск. m/min, on friction factor μ at constant loading N=5N is studied. Speed of rotation of the disk is 55 rpm. Following are the conditions set for the tests:
1) For obtaining a factor of friction on each mode, the test continues till the reception of its stable value;
2) On each mode, three samples were tested.
The principle of action of the measuring device consists in developing a pair of friction, consisting of a motionless penetrator pressed to a rotating disk. Registration of friction force is based on measurement of deformation of a U-shaped elastic beam. An inductive converter is connected to the other end of the beam which holds the motionless penetrator. The bend of the beam under the influence of the friction force is measured using this inductive converter [15].
Coefficient of friction, is ratio of the frictional force resisting the motion of two surfaces in contact to the normal force pressing the two surfaces together. It is usually symbolized by the Greek letter mu (μ). Mathematically, μ = F/N, where F is the frictional force and N is the normal force. Because both F and N are measured in units of force (such as newtons or pounds), the coefficient of friction is dimensionless [16].
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)
Penetrators are made of alloyed steel with coating and without coating, both of them having radius of sphere r =20mm. Disks were made of steel 45 (180 HB) and the tempered steel 45Х (50 HRC).
Chosen material for coatings are TiN, TiSiN, and ZrSiN (Table.1).
TiSiN, and ZrSiN are deposited at two different modes and compared among themselves, and also TiN coating was done for comparative study.
Table 1: Structure, mode of deposition and structural features of the investigated coatings.
Coating material
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Deposition mode of coatings: Voltage V (pressure of nitrogen 2 ,7 Pa)
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70V
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150V
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TiSiN
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columnar structured coating
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Layer by layer structured coating
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ZrSiN
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TiN
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The mode of coating corresponds to the maximum firmness of the metal-cutting tool
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