3.1. Microhardness
Vickers microhardness method was used to evaluate the hardness values of OT4-1 before and after coating. The samples were subjected to 100 kgf force for 15 sec using the diamond indenter. The initial application of force is for 8 sec and then the test force is maintained for 15 sec. The hardness was sampled at 10 different locations across the metal for an average value of hardness. The measured hardness number is indicated as HV, which is Vickers hardness number. This can be converted to MPa by multiplying the number by 9.8065.
The base metal OT4-1 showed average hardness values of 334.35 HV or 3278.98 MPa without annealing at room temperature. Titanium nitrate coating on the base metal OT4-1 increased its hardness by 1.5 times with average hardness number of 500.72 HV or 4910.57 MPa. The hardness values of the base metal OT4-1 and OT4-1 after TiN coating is shown in the Fig. 4. X-axis shows 10 different readings across the sample and Y-axis shows hardness value in MPa.
AlCroNa Pro coating showed steady values of 875.7 HV or 8588.07 MPa with a maximum hardness value of 9288.40 MPa. The peak value is due to the presence of Aluminum with covers 29.5% weight of the coating. Figure 5 shows the graph comparing the hardness values of OT4-1 and AlCroNa Pro coated OT4-1.
Carbon based coating i.e., Diamond-like-Carbon and Tungsten carbide Carbon coating showed average values of 16140.28 MPa and 17086.02 MPa respectively. The hardness values have increased by 5.1 to 5.6 times the base metal OT4-1. But DLC coating showed irregular values ranging from 15367.56 MPa till 18540.13 MPa. WCC coating on the other hand shows stable values of microhardness. Figure 6 shows the microhardness values of DLC coating compared with OT4-1 and Fig. 7 depicts the microhardness values of WCC coating and OT4-1.
As it is clear Tungsten carbide carbo coating showed the highest hardness value compared to the other coatings. The reason behind this is based on how tungsten carbide is manufactured. Ball mills are used to combine powdered tungsten carbide and cobalt, and a binder ingredient is added to keep the powders together throughout the next stage of the process, which is compaction or pressing. During the compaction operations, hydraulic presses or isostatic presses are used to compact the powders into a shape that approximates the design of the finished product. Ordinary metalworking equipment may now be used to machine the powder compact. This is referred to as "Green Machining" at times. Fine powder particles must be removed with attention since they may pose a health concern; thus, effective extraction processes are required. After "Green Machining," the powder compact is ready to be sintered. Typically, this is done in a vacuum furnace at temperatures ranging from 1300 to 1600°C. During the sintering process, the tungsten carbide and cobalt matrix fuse together, resulting in a dense "Hard Metal". The material is so hard after sintering that it can only be machined by diamond grinding, a specialized kind of micro machining that is somewhat costly since it cannot remove huge amounts of material.
Furthermore, WC particles operate as internal balls that refine grain; therefore, hardness values are raised by increasing WC % owing to grain refinement, according to the Hall-Petch equation, which stipulates that particle size reduction improves hardness. Furthermore, the generated Cr-carbide phases improve toughness.
3.2. Wear rate
This section examines the wear characteristics of OT4-1 samples before and after coating when exposed to a 25 N load against a stainless-steel disc. The wear rate of the samples was determined using a pin on disc wear testing system supplied by DUCOM Instruments, Bangalore and purchased using funds from the Research Laboratory Upgradation Fund. The spinning hardened steel disc of 40 cm diameter, 0.11 µm surface roughness, and hardness of 840 HV is used in the pin on disc wear testing equipment (Fig. 2).
The samples were loaded on the horizontal arm of the apparatus under a load of 2.5 kg which is approximately 25 N. The machine was controlled to run the test for 10 minutes per sample with the disc rotating at a speed of 500 rpm. The results were in the form of graph with amount of Wear in micrometer at the X-axis and different data points in the Y-axis.
The equation W = M/ ρD is utilized in this research to compute the wear rate (mm3/m) of the samples based on the mass loss measurements acquired during the wear test. M is the mass loss in g, ρ is the sample density in g/cc, and D is the sliding distance in m. It was feasible to quantify the weight reduction of the pins by comparing the weight of the worn pins before and after the trials using an electronic scale with 0.01 mg accuracy. Before each experiment, the steel disc surface was carefully cleaned with acetone.
Table 7
Weights of the sample before and after the wear test.
Sample name | Weight before wear test (g) | Weight after wear test (g) | Difference in weight (g) |
OT4-1 | 1.9476 | 1.848 | 0.0996 |
TiN coating OT4-1 | 2.6 | 2.555 | 0.045 |
AlCroNa Pro coated OT4-1 | 2.676 | 2.639 | 0.037 |
DLC coated OT4-1 | 2.56 | 2.522 | 0.038 |
WCC coated OT4-1 | 2.710 | 2.686 | 0.024 |
Volume of the sample need to be evaluated in 2 steps, below Fig. 8 shows the sketch of the sample used for the wear test. The volume should be calculated for the first rectangle on top then the volume should be calculated for the rectangle below. Volume can be calculated by the formula, V = l × b × h, where l is the length in cm, b is the breath in cm and h is the height in cm (0.1 cm).
Volume of the first rectangle will be -
V1 = l × b × h
V1 = 1 × 0.8 × 0.1
V1 = 0.08 cm3
Volume of the remaining part of the sample will be –
V2 = l × b × h
V2 = 2 × 2 × 0.1
V2 = 0.4 cm3
Total Volume of the sample will be the sum of the volumes of the individual parts –
Total Volume = V1 + V2
V = 0.08 + 0.4
V = 0.48 cm3
To calculate the density of the sample, we use the formula ρ = M/V, where M is the initial mass of the samples and V is the volume of the sample. Table 8 shows the densities of the different samples calculated using their initial weight.
Table 8
Densities of the different samples used in wear test
Sample | Density (g/cc) |
OT4-1 | 4.0575 |
TiN coated OT4-1 | 5.416 |
AlCroNa Pro coated OT4-1 | 5.575 |
DLC coated OT4-1 | 5.3458 |
WCC coated OT4-1 | 5.6458 |
To calculate the sliding distance can be calculated using the formula D = πdN/1000, where d is the length of the specimen in contact with the disc in cm, N is the load applied on the pin in N. The load applied on the pin was standard throughout the experiment, 25 N. The length of the sample that was in contact with the disc in 2cm.
Therefore, D = πdN/1000
D = π × 2 × 25/ 1000
D = 0.15707 cm
Now, to calculate wear rate, we have all the variables, i.e., weight lost in g, Density in g/cc and Sliding distance. Applying the variables to the equation W = M/ρD, we get the wear rate of the specific samples in mm3/m.
Table 9
Wear rate observed in different specimens
Sample | Wear rate (mm3/m) |
OT4-1 | 0.15635 |
TiN coated OT4-1 | 0.05292 |
AlCroNa Pro coated OT4-1 | 0.04227 |
DLC coated OT4-1 | 0.04527 |
WCC coated OT4-1 | 0.02707 |
By examining the wear rate of the samples obtained in Table 9, it appears that Archard's law was broken, which stipulates that the hardness of the material is one of the most significant elements of the wear rate [44]. The wear volume may be calculated using the Archard equation W = k × Wn × s/H, however one issue is the hardness H of the softer material at the sliding interface. Because wear at the boundary/mixed or hydrodynamic regime only occurs in the few microns range, this hardness is difficult to quantify, because bulk hardness is involved utilizing Vickers and Rockwell techniques, and the top surface generally experiences strain hardening while sliding.
Figure 10,11,12 and 13 show a comparison graph of wear in the coated and uncoated samples of OT4-1, respectively.
When the wear losses of samples are compared, it is discovered that the losses in coated specimens are fewer than those in uncoated specimens. DLC coating has the lowest surface roughness of the coatings. The major source of this outcome is the change in gas fluxes during the coating process. When the acquired results are compared, the order of the samples' average surface roughness values is TiN > DLC > AlCroNa Pro > WCC. The wear widths on the samples were found to be uniform and almost parallel to each other. As a result, the wear rate of the wear track is used to calculate the amount of wear in the specimens.
The friction force in the WCC and AlCroNa pro coating is 5.3 N which is almost 1.5 times lesser than the uncoated sample, 6.8 N. This result aligns with the results we obtained above.
3.3. Corrosion Resistance
Using the electrochemical workstation, Gill AC with ACM instrument version 5 software, the electrochemical measurements were performed in a non-stirred environment without aerating the solutions. The moulded test coupon was used as the working electrode, the platinum electrode served as an auxiliary electrode, and the saturated calomel electrode served as the reference electrode in a typical three electrode cell. Test coupon was exposed to potentio-dynamic polarisation tests without any surface treatment.
The medium in which the test conducted was 3.5% NaCl solution. The usual salt content of sea water is 3.5%. Since NaCl is the most prevalent and prolific corrosive chemical on earth. Additionally, the 0.6 molar NaCl solution is recognized by ASTM standard. The weight percentage of a 0.6 molar solution is again 3.5%.
The specimen was polarised to -300 mV catholically and + 1000 mV anodically with respect to the OCP at a scan rate of 21.6727 mV/min to capture the potentio-dynamic current-potential curves. The specimens were induced in the test for a time period of 60 minutes.
Evident shifts in the anodic and cathodic branches occur at lower corrosion current density (Icorr). Additionally, in comparison to the blank, the corrosion potential (Ecorr) changes to the cathodic side. To guarantee accuracy, the linear Tafel areas of the cathodic curves were extrapolated to OCP in order to calculate the corrosion current densities (Icorr), as the anodic branches in NaCl electrolytes do not show linear Tafel regions [46].
Electrochemical polarization parameters, like Ecorr, Icorr, Icorr(inh), cathodic Tafel slope (-βc) calculated from the Potentio-dynamic polarization studies in given medium are presented in Table 10.
Table 10
Polarization data for the corrosion of OT4-1 samples before and after coating in 3.5% NaCl solution
Sample | Ecorr (mV) | Icorr (µA/cm2) | Icorr(inh) (µA/cm2) | -βc (mV/dec) |
OT4-1 | 299.27 | 0.5589 | 0.1542 | 189 |
TiN coated OT4-1 | 277.62 | 0.6435 | 0.0655 | 139 |
AlCroNa Pro coated OT4-1 | 220.13 | 1.2686 | 0.04963 | 134 |
DLC coated OT4-1 | 271.15 | 3.9875 | 0.113 | 137 |
WCC coated OT4-1 | 255.23 | 2.375 | 0.06021 | 134 |
The rate of corrosion V(corr) was calculated using this equation -
V (corr) (mm/year) = K × Icorr × M/ ρ × n ….. (1)
where K denotes corrosion rate and is equal to 0.00327 mm g A− 1 cm− 1 y− 1, establishing the unit of corrosion rate in millimetres per year. Icorr is the current density in A cm2, is the density of the corroding specimen, M is the molar mass, and n is the metal's valence.
The inhibition efficiency (η) of NaCl solution was determined as the function of surface coverage (θ) using this equation –
η (%) = θ × 100 ….. (2)
The surface coverage (θ) is computed using –
θ = Icorr - Icorr(inh) / Icorr ….. (3)
To calculate Molar Mass of the sample, Moles = Mass / RAM (assuming percentage composition). OT4-1 constitute mainly of Titanium (Ti), Aluminum (Al) and Manganese (Mn). Molar mass of Ti = 47.9 g/mol; Al = 26.98 g/mol; Mn = 54. 94 g/mol.
Percentage of the above-mentioned elements in the alloy are – Ti = 95.5%, Al = 2.5%, Mn = 2%. Therefore, the masses of the elements are – 95.5 g is Titanium, 2.5 g of Aluminum and 3 g of Manganese.
By applying the molar mass formula to the above elements, we get –
MM (Ti) = Mass/RAM
MM (Ti) = 95.5/47.9
MM (Ti) = 1.997 mol
Similarly, MM (Al) = 0.0926 mol and MM (Mn) = 0.0364 mol. Hence the total Molar Mass of the substrate is –
MM = MM (Ti) + MM (Al) + MM (Mn)
MM = 1.997 + 0.0926 + 0.0364
MM = 2.126 mol
The valency of an element is When an element creates chemical compounds or molecules, its ability to combine with other atoms is measured by its valence or valency. Valency of Titanium is 4, Valency of Aluminum is 3 and Valency of Manganese is 7. Hence the total valency of the alloy is –
Valency (n) = V (Ti) + V (Al) + V(Mn)
Valency (n) = 4 + 3 + 7
Valency (n) = 14
Now using Eq. (1), Corrosion rate can be calculated by substituting all the variables.
Equation (3) depicts the surface coverage (θ) formula, which can be calculated using values in Table 10.
θ = Icorr - Icorr(inh) / Icorr
θ(OT4−1) = 0.5589–0.1542 / 0.5589
θ(OT4−1) = 0.4047/0.5589
θ(OT4−1) = 0.7241
Similarly, θ(TiN) = 0.8989, θ(AlCroNa Pro) = 0.9608, θ(DLC) = 0.9716, θ(WCC) = 0.9746. Table 11 shows the corrosion rates and inhibition efficiency of the coated and uncoated samples.
Table 11
Corrosion rate and Inhibition efficiency of the coated and uncoated substrates in 3.5% NaCl solution
Sample | Corrosion Rate, V(corr) (mm/year) | Inhibition efficiency, η (%) |
OT4-1 | 5.84 × 10− 5 | 72.41 |
TiN coated OT4-1 | 6.90 × 10− 4 | 89.89 |
AlCroNa Pro coated OT4-1 | 1.115 × 10− 4 | 96.08 |
DLC coated OT4-1 | 3.703 × 10− 4 | 97.16 |
WCC coated OT4-1 | 2.113 × 10− 4 | 97.46 |
Figures 14,15,16 and 17 compares the Tofel plot of the uncoated sample of OT4-1 with each of the coatings on the base metal. The red and grey lines are the results of Uncoated OT4-1 metal and blue, purple and orange line are the results of coated OT4-1.
Figure 22 depicts the Tafel curves of the OT4-1 with an AlCroNa Pro coating and after an electrochemical corrosion test. The best corrosion resistance performance was indicated by the sample's minimum corrosion potential and maximum passive current density at room temperature. The polarisation curves revealed that Titanium Nitrate coating had the lowest corrosion resistance due to its lowest corrosion current density and highest corrosion potentials.
As per the earlier examination, the primary part of as-stored AlCroNa Pro coatings was a fcc-(Cr,Al)N stage, as confirmed by the coatings' plentiful beads and particles. After cooling to room temperature, the amount of particles that drops on the outer layer of the (Cr,Al)N stage radically decreased as it split into hcp-AlN and CrN stages. making actual touch with the substrate. hcp-AlN, - FeCr, and minor amounts of CrN, Cr2N, and Al2O3 stages made up most of these coatings right now. The examples covered with AlCroNa Pro had the most elevated corrosion resistance since it is notable that the hcp-AlN, Al2O3, CrN, and Cr2N stages major areas of strength for having obstruction [45].