Recent Progress Trend on Abrasive Waterjet Cutting of Metallic Materials: A Review
Abstract
:1. Introduction
1.1. Abrasive Waterjet Machining System
1.2. Abrasive Waterjet Erosion Mechanism
1.3. AWJM Process and Advantages
1.4. Abrasive Waterjet Machining Application
2. Abrasive Waterjet Cutting Application Limitations and Challenges
Defects | Material | Images | Key Findings and References |
---|---|---|---|
Cutting residue, striation and roughness | AISI 304 | Miao et al. [76] have found quality defects such as cutting residue, kerf taper and striation in cutting AISI 304 using abrasive waterjet machine. These defects are caused by the decreasing energy of the jet. | |
Kerf taper angle | AISI 1090 | Mohamad et.al. [62] have identified the kerf taper angle as an intrinsic characteristic of AWJ cutting of AISI 1090 mild steel. They determined that variation in the kerf top width wider and kerf bottom geometries resulted in a higher kerf taper angle. | |
Surface Roughness | Ti-6Al-4V | Gnanavelbabu et al. [77] applied AWJ cutting of Ti-6Al-4V and observed roughness and striations marks in cut surfaces. They discovered that the cut surface finish differs depending in the depth from surface entry of the abrasive jet. | |
Material removal rate, Kerf taper angle | Inconel 600 | Uthayakumar et al. [78] have known quality defects, such as kerf geometric inaccuracy and a low material removal rate in cutting super nickel alloy using abrasive waterjet machine. They established a high occurrence of inaccurate kerf geometries using a high level of water pressure and increasing the traverse speed. | |
Depth of Cut | SS304 | Supriya et al. [15] have determined that one of the challenges faced with cutting stainless steel is achieving a high depth of cut due to its low machinability. They concluded that using abrasive waterjet machine with a high level of pressure settings have increased the depth of cut. |
Year & Author | Metallic Material | Thickness | Defects |
---|---|---|---|
Gnanavelbabu et al. 2018 [77] | Ti6Al4V | 5 mm | KTA, MRR, Ra |
Wang et al. 2019 [61] | AA 6061-T6 | 5, 10, 25, 50 mm | KTA |
Yuvaraj et al. 2017 [80] | AISI D2 Steel | 60 mm | Ra |
Akkurt et al. 2018 [18] | SS 304 | 20 mm | Ra |
3. Abrasive Waterjet Cutting Process Parameters and Influences
3.1. Abrasive Waterjet Cutting Input Process Parameters Functions and Influences
3.1.1. Hydraulic System
3.1.2. Abrasive System
3.1.3. Nozzle System
3.1.4. Cutting System
3.2. Abrasive Waterjet Cutting Output Process Parameters
4. Abrasive Waterjet Cutting Process Parameters Improvements and Optimization
4.1. AWJ Cutting Process Parameters Improvements
4.2. AWJ Cutting Process Parameters Optimisation
5. Conclusions and Potential Future Scope of Study
5.1. Conclusions
- The intensive review of the trend of recently published research studies has revealed that aluminium and other metal workpieces gained 53% of the attention in exploring AWJM application improvements. A total of 27% of recent studies have proved that traverse speed greatly impacts abrasive waterjet (AWJ) cutting performance, followed by abrasive mass flow rate and waterjet pressure with statistics of 22% and 20%, respectively. Garnet with a hardness scale of MOHS 7–8 and a mesh size of #80 at 180 µm gained 90% utilisation in AWJM applications due to its better performance and competitive price.
- AWJ cutting of hard-to-cut workpieces such as metallic materials including tungsten carbide, tool steel, and Inconel alloys have demonstrated distinct characteristics such as the fast speed at a rate of 2 to 3 mm3/s, versatility in cutting with thickness ranging from ≤304.8 mm, the ability to machine complicated shapes, and environmentally sustainable qualities. These characteristics explain their wide range of current applications across various industries.
- Cutting metallic materials with low machinability, i.e., stainless steel, Inconel and titanium, can attain lower surface roughness, higher depth of cut and material removal rate at a waterjet pressure ranging from 201 to 300 MPa. A traverse speed ranging from 60 to 90 mm/min, abrasive mass flow rate of 401 to 500 g/min, and stand-off distance ranging from 1.0 to 3.0 mm were established to achieve a lower surface roughness, lower kerf taper angle, and higher material removal rate applicable to various metals. Different optimisation techniques such as weighted principal components analysis (WPCA), surface and Box–Behnken methodology (RSM-BBD) and grey wolf optimiser (GWO) were employed and proved to be notably efficient in defining the optimum values of process parameters.
5.2. Potential Further Study
- AWJ cutting has acquired high interest in improving process performance at specific input parameter conditions. Hence, limited studies considered other parameters such as the jet impact angle, abrasive, and nozzle sizes. A further study on the impacts of these mentioned input parameters in AWJ cutting of various materials with different thicknesses can be considered for future improvements.
- Based on a review of past literature, numerous research studies and experiments have been conducted to evaluate the difference between the straight-slit and linear cutting process of AWJMs. Nonetheless, limited reports present AWJM performance in contour cutting. Thus, the cuttings of complex and complicated geometries are more regularly applied in manufacturing industries rather than straight-slit or linear cutting. Undertaking an empirical and analytical study of the effects of the process parameters in AWJ contour cutting would be important to various manufacturing processes in the fabrication industry.
- A prolific number of works have been fulfilled in predicting and monitoring AWJ cutting performance and responses in terms of quality and productivity. Its effectiveness in machining cost and intelligent process controlling are two areas that can be studied further to determine future developments.
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Abbreviations
DOC | Depth of cut |
ECDM | Electro chemical discharge machine |
EDM | Electro discharge machine |
HAZ | Heat affected zone |
JIA | Jet impact angle |
KBW | Kerf bottom width |
KTA | Kerf taper angle |
KTW | Kerf top width |
KW | Kerf width |
MRR | Material removal rate |
LBM | Laser beam machine |
MMC | Metal matrix composite |
ND | Nozzle diameter |
OD | Orifice diameter |
P | Waterjet pressure |
SOD | Standoff distance |
Ti6AL-4V | Titanium alloy |
TS | Traverse speed |
Thickness of the material | |
inclined length of workpiece | |
Depth of cut | |
Traverse speed | |
profile height in a defined point | |
Kerf width | |
Kerf top width | |
Kerf bottom width. | |
Thickness of the material | |
profile height in a defined point | |
AA | Aluminum alloy |
AFR | Abrasive mass flow rate |
AL | Aluminum |
AM | Abrasive material type |
AS | Abrasive size |
AWJ | Abrasive waterjet |
AWJM | Abrasive waterjet machining |
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Cutting Activity | AWJM | LBM | EDM | ECDM |
---|---|---|---|---|
Heated affected zone (HAZ) | No | Yes | Yes | Yes |
Material Distortion | No | Yes | No | Yes |
Tool Wear | No | No | Yes | Yes |
Material Removal Rate (mm3/s) | Medium-slow (approx. ≤ 2) | Fast (approx. 2–3) for non-reflective materials only | Medium (approx.1–2) | Medium (approx.1–2) |
Type of material | metals, composites, natural, electrically, non-conductive, non-reflective | metals, composites, natural, electrically, non-conductive, non-reflective surface | Only electrically conductive such as metals and composites | Only electrically conductive such as metals and composites |
Material thickness (mm) | Ranging ≤ 304.8 | Ranging ≤ 20 | Ranging ≤ 304.8 | Ranging ≤ 304.8 |
Type of shapes | Complex and complicated shapes | Complex and complicated shapes | Simple | Simple |
Burr formation | Minimal | High | High | Minimal |
Hazardous vapour | None | fumes, gases | CO & CH4 | NaOH/NaNO3 |
Materials | Industrial Application | |
---|---|---|
Type | Workpiece | |
Natural | Concrete, cement, ceramics, graphite, stone or rock. | Mining, manufacturing and processing of ceramics and graphite, building, construction, housing, and tile industry. |
Metals | Titanium, aluminium, stainless steel, and alloys. | Automotive, marine, aerospace, architecture and civil, medical, food industry, automotive, electronics industry. |
Composites | Wire glass, laminated glass, optic glass, composites, and magnetic materials. | Aerospace, automotive, electronics industry, Glass, decorations, promotional, optical fiber, and the medical industry. |
Category Details | A. Glass | B. Natural | ||
---|---|---|---|---|
Abrasive types | ||||
Glass beads | Garnet | Ceramic beads | Black corundum | |
Hardness | MOHS 5–6 | MOHS 7–8 | MOHS 9 | |
Shape | Round | Irregular sharp—edged | ||
Application | Grinding, polishing, drilling, cutting, tumbling media, sharpening, and metal cleaning | |||
Industrial use | Automotive, metal fabrication, machinery, electronic, construction, metallurgy, petrochemical | |||
Category Details | C. Zirconia Alumina | |||
Abrasive types | ||||
Black Silicon carbide | Green Silicon carbide | White fused alumina | Brown fused alumina | |
Hardness | MOHS 9 | |||
Shape | Round | Irregular sharp—edged | ||
Application | Drilling, lapping, grinding, or polishing | |||
Industrial use | Automotive, metal fabrication, optics, household applications, construction, metallurgy | |||
Category Details | D. Steel Grit, Shot, Cut Wire and Copper Slag | |||
Abrasive types | ||||
Steel grit | Steel shot | SS Cut wire | Copper slag | |
Hardness | MOHS 7–9 or HRC (Hardness Rockwell C) 40–60 | |||
Shape | Irregular rounded | |||
Application | Cleaning, surface preparation, stone cutting, shot peening | |||
Industrial use | Automotive, construction, metallurgy, petrochemical industry |
Mesh Number # | Mesh in Microns µm | Grade |
---|---|---|
40–60 | 250–400 | Coarse |
80–100 | 180–210 | Medium coarse |
120–150 | 90–105 | Medium fine |
180–220 | 70–88 | Fine |
240 upwards | ≤60 | Very fine |
Output Process Parameter | Analytic Equations | Unit of Measurement | Equation Number and Reference | |
---|---|---|---|---|
Depth of cut (ht) | inclined length of workpiece | mm | Equation (1) [103] | |
Material removal rate (MRR) | is depth of cut, is traverse speed, is kerf width () | mm3/min | Equation (2) [77] | |
Kerf taper angle (KTA) | is top kerf width and is bottom kerf width, is thickness of material | Degree (°) | Equation (3) [77] | |
Surface roughness (Ra) | is sampling length, is profile height in a defined point of -axis | µm | Equation (4) [104] |
Output Parameters and Materials | Input Parameters | Key Findings and References | ||||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Water Pressure, MPa | Traverse Speed, mm/min | Stand of Distance, mm | Abrasive Mass Flow Rate, g/min | |||||||||||
Range | ||||||||||||||
100–200 | 201–300 | 301–400 | 60–90 | 91–120 | 121–150 | 1–3 | 4–6 | 7–9 | 100–250 | 251–400 | 401–550 | |||
DOC | AA2014 | ✓ | ✓ | ✓ | ✓ | They obtained a high value of DOC at 29.70 mm by increasing the value of p, which is recognised as the most influencing factor in AWJ cutting [58]. | ||||||||
AZ91 | ✓ | ✓ | They found that increasing water pressure and decreasing traverse speed values can achieve a maximum value of 12.57 mm DOC in AWJ cutting of magnesium alloy [33] | |||||||||||
MRR | Ti-6Al-4V | ✓ | ✓ | ✓ | They determined that high-level of AFR at 340 g/min, TS at 120 mm/min and moderate P at 275 MPa obtained a maximum MRR with a value 345.8 mm3/min in abrasive waterjet machining [77]. | |||||||||
Inconel 600 | ✓ | ✓ | They achieved a maximum value 350 mm3/min of MRR by utilizing a moderate value of parameters i.e., P at 280 MPa and TS at 40–60 mm/min [78]. | |||||||||||
MRR | Inconel 617 | ✓ | ✓ | ✓ | ✓ | They discovered that a lower or near SOD with an increasing value of AFR and TR was favourable in achieving a maximum value of MRR [107]. | ||||||||
Brass | ✓ | ✓ | ✓ | They concluded that P provides the utmost impact in minimizing Ra. A low rate of P at 200 MPa with a medium rate of TS at 100 mm/min obtained a minimum Ra; value of 1.45 um [30]. | ||||||||||
KTA | AISI 1018 | ✓ | ✓ | ✓ | ✓ | They attained a minimum value of KTA by decreasing feed rate and it has been identified to be the most significant parameter controlling the AWJ cutting responses [94]. |
Material | Input Parameter | Output Parameter | Key Findings and References |
---|---|---|---|
Metal Matrix Composites | SOD, TS, AFR | Ra | Maneiah et al. [25] used Taguchi-L9 orthogonal array in their experimental investigations. The results showed that the essential parameters in reducing Ra were TS and AFR. |
Ti6AL4V | P, TS, AFR, ND, OD | Ra, DOC | Mogul et al. [27] worked in the prediction of cutting depth by using the Taguchi method. It was proven that TS was the most influencing parameter for a higher depth of cut. |
Inconel 625 | P, AFR, SOD | KTA | Jeykrishnan et al. [29] employed Taguchi’s technique in this study, and it was observed that P played a significant role in lower kerf taper angle. |
Brass | P, TS, AFR | Ra, MRR | By utilizing Taguchi’s L9 orthogonal array, Marichamy et al. [30] proved the feasibility of utilising an abrasive waterjet machine in cutting brass material. They concluded that increasing P, TS, and AFR can minimise Ra; and maximise MRR. |
AZ91 Magnesium alloy | P, TS | DOC | Niranjan et al. [33] examined influence of process parameters in the depth of cut through the Taguchi experimental design of the L9 orthogonal array. The result showed that a higher DOC could be obtained with high P and low TS. |
Ti-6Al-4V and Inconel 825 | P, SOD, AFR | Ra | Rajamanickam et al. [34] achieved a higher MRR for Ti-6Al-4V at a value of 3.132 gm/min and 3.246 gm/min for Inconel 825 by utilising an experimental Taguchi approach. |
Material | Input Parameter | Output Parameter | Optimisation Techniques | Key Findings and References |
---|---|---|---|---|
AA5083-H32 | P, JIA, AS | Ra, KTA, KTW, KBW | Fuzzy TOPSIS method | Yuvaraj et al. [35] employed an optimisation technique to select optimal values of input parameters, specifically, P of 150 MPa, AS of #80, and JIA of 70°. They concluded that oblique JIA improved the cutting performance of abrasive waterjet machine. |
Inconel 718 | P, SOD, AFR | Ra, MRR, KTA | VlseKriterijumska Optimizacija I Kompromisno Resenje in Serbian (VIKOR) method | Samson et al. [37] distinguished the optimised parameter combinations of 180 MPa P, 0.42 kg/min of AFR and 2 mm SOD. They concluded that the lower standoff distance was favourable, as it increased the material removal rate. |
Inconel 718 | P, TS, AFR, AM | Ra | Response surface methodology—Box Behnken Method (RSM-BBM) | Kumar et al. [42] obtained a surface roughness within the range of 2.75 to 4.94 µm with the optimal level of P at 40,757 psi, AFR at 1.25 lb/min, SOD at 0.6 mm and TS at 20 mm/min. They discovered that TS and AFR were the most important parameters in the machining of Inconel 718. |
Al7075/TiB2 | P, TS, AFR, AS, SOD, OD | Ra, MRR, KTA | Taguchi DEAR (Data Envelopment Analysis Based Ranking) Methodology | Manoj et al. [43] discovered that waterjet pressure has the highest influence in AWJ cutting responses such as MRR, Ra and KTA. The optimal process parameters combination achieved are P of (280 MPa), TS of 345 mm/min and SOD of 4 mm. |
AA631-T6 | TS, SOD, AFR | Ra, MRR, KTA | Jaya algorithm (JA) | Rao et al. [110] utilised single-objective (SAO) and multi-objective (MOJA) to achieve better cutting performance. The maximum value of MRR obtained by the MO-Jaya algorithm was 6769.6 µm3/µs, and the minimum value of Ra obtained by the MO-Jaya algorithm was 2.7002 µm. |
Inconel 617 | SOD, P, TS, AFR | MRR, Geometric accuracy | Weighted principal components analysis (WPCA) | Nair et al. [107] studied MRR and geometric accuracy considering SOD, P, TS, AFR as input parameters. They determined optimal factors and observed that waterjet pressure was a less significant factor as the minimum setting was adequate enough to execute the machining process. |
AA 6061 | P, TS, AFR, SOD, ND | Ra, MRR, KTA | Grey wolf optimizer (GWO) | Chakraborty et al. [47] attained the optimum parametric settings, which were P of 310 MPa, TS of 0.05 mm/s, AFR of 11.5 g/s, and nozzle tilted in 115°, by using the GWO method. This combination resulted in an MRR of 6769.597 µm3/μs. |
Ti-6Al-4V | P, TS, SOD, AFR | DOC | Artificial Neural Network (ANN) | Selvan et al. [72] concluded that SOD and TS are inversely proportional to DOC. |
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Llanto, J.M.; Tolouei-Rad, M.; Vafadar, A.; Aamir, M. Recent Progress Trend on Abrasive Waterjet Cutting of Metallic Materials: A Review. Appl. Sci. 2021, 11, 3344. https://doi.org/10.3390/app11083344
Llanto JM, Tolouei-Rad M, Vafadar A, Aamir M. Recent Progress Trend on Abrasive Waterjet Cutting of Metallic Materials: A Review. Applied Sciences. 2021; 11(8):3344. https://doi.org/10.3390/app11083344
Chicago/Turabian StyleLlanto, Jennifer Milaor, Majid Tolouei-Rad, Ana Vafadar, and Muhammad Aamir. 2021. "Recent Progress Trend on Abrasive Waterjet Cutting of Metallic Materials: A Review" Applied Sciences 11, no. 8: 3344. https://doi.org/10.3390/app11083344
APA StyleLlanto, J. M., Tolouei-Rad, M., Vafadar, A., & Aamir, M. (2021). Recent Progress Trend on Abrasive Waterjet Cutting of Metallic Materials: A Review. Applied Sciences, 11(8), 3344. https://doi.org/10.3390/app11083344