Abstract:In this paper the Magnetic Abrasive Finishing (MAF) was utilized after Single Point Incremental Forming (SPIF) process as a combined finishing process. Firstly, the Single Point Incremental forming was form the truncated cone made from low carbon steel (1008-AISI) based on Z-level tool path then the magnetic abrasive finishing process was applied on the surface of the formed product. Box-Behnken design of experiment in Minitab 17 software was used in this study. The influences of different parameters (feed rat… Show more
“…The spindle speed produced the highest grade value at, respectively, of 220, 580, 1150 rpm, because the centrifugal force increased, pushing the abrasives farther away from the tool center. In previous studies, the spindle speed increased, bht the improvement in HV became less [36,39,58]. Particles size in this work results maximum grade with big paticles size (125-250) μm and reduces continuously with particles size (63-125) μm and minimum results of grade at (20-63) μm.…”
Section: Authorsmentioning
confidence: 48%
“…As shown in figure 5, the first explains the maximum precentage change in grade with respect to voltage (30,10,20) volt respectivelly. The scientific explanation of minimum change in surface roughness at 20 voltage belongs to experiments that results of %Δ SR was small values at experiments (11)(12)(13)(14)(15)(16)(17) at table 7, but the percentage %ΔHV consistently increased as the voltage was raised and thats noticed in previous studies [36,39]. The scientific explanation for the direct relationship between %ΔHV and voltage is that an increased voltage Rotational speed and time 38% * Hameed [28] Time and current 44% Xie et al [30] Speed, time and particles size 66% * Present work…”
Section: Resultsmentioning
confidence: 79%
“…Singh et al [35] improved the microhardness surfaces of specimens using four input parameters (mesh size, speed, time and abrasive weight). Microhardness was studied by Ahmed et al [36], MAF process was utilized after Single Point Incremental Forming (SPIF) as a finishing process with four input parameters (speed, feed rate, gap and current). Nahy and Kadhum [37] proposed studying six input parameters (oil viscosity, powder quantity, gap distance, pole diameter, rotational speed and current), but four parameters common to our work.…”
The effectiveness of the magnetic abrasive finishing (MAF) process relies on several factors, including the brush's flexibility that varies across tools. This study aimed to optimize the results of five key parameters (voltage, finishing time, gap distance, rotating speed, and particle size) on surface roughness (SR) and microhardness (HV) using the grey relational analysis (GRA) method. Experimental work employed the Taguchi design with L27 trials in Minitab 17, involving five variables with three levels for each. The impact of these parameters on microhardness and surface roughness for stainless steel SUS420 bubble cups was assessed using Taguchi and regression analyses. The best roughness improvement and the most substantial enhancement in microhardness were individually obtained with the GRA method. This method assigned the best results for both surface roughness and microhardness. According to Taguchi analysis, the voltage parameter has the main or maximum parameter effect on grade, followed by gap distance, time, spindle speed, and particle size. It was found that the optimal parameters were the same as the input parameters.
“…The spindle speed produced the highest grade value at, respectively, of 220, 580, 1150 rpm, because the centrifugal force increased, pushing the abrasives farther away from the tool center. In previous studies, the spindle speed increased, bht the improvement in HV became less [36,39,58]. Particles size in this work results maximum grade with big paticles size (125-250) μm and reduces continuously with particles size (63-125) μm and minimum results of grade at (20-63) μm.…”
Section: Authorsmentioning
confidence: 48%
“…As shown in figure 5, the first explains the maximum precentage change in grade with respect to voltage (30,10,20) volt respectivelly. The scientific explanation of minimum change in surface roughness at 20 voltage belongs to experiments that results of %Δ SR was small values at experiments (11)(12)(13)(14)(15)(16)(17) at table 7, but the percentage %ΔHV consistently increased as the voltage was raised and thats noticed in previous studies [36,39]. The scientific explanation for the direct relationship between %ΔHV and voltage is that an increased voltage Rotational speed and time 38% * Hameed [28] Time and current 44% Xie et al [30] Speed, time and particles size 66% * Present work…”
Section: Resultsmentioning
confidence: 79%
“…Singh et al [35] improved the microhardness surfaces of specimens using four input parameters (mesh size, speed, time and abrasive weight). Microhardness was studied by Ahmed et al [36], MAF process was utilized after Single Point Incremental Forming (SPIF) as a finishing process with four input parameters (speed, feed rate, gap and current). Nahy and Kadhum [37] proposed studying six input parameters (oil viscosity, powder quantity, gap distance, pole diameter, rotational speed and current), but four parameters common to our work.…”
The effectiveness of the magnetic abrasive finishing (MAF) process relies on several factors, including the brush's flexibility that varies across tools. This study aimed to optimize the results of five key parameters (voltage, finishing time, gap distance, rotating speed, and particle size) on surface roughness (SR) and microhardness (HV) using the grey relational analysis (GRA) method. Experimental work employed the Taguchi design with L27 trials in Minitab 17, involving five variables with three levels for each. The impact of these parameters on microhardness and surface roughness for stainless steel SUS420 bubble cups was assessed using Taguchi and regression analyses. The best roughness improvement and the most substantial enhancement in microhardness were individually obtained with the GRA method. This method assigned the best results for both surface roughness and microhardness. According to Taguchi analysis, the voltage parameter has the main or maximum parameter effect on grade, followed by gap distance, time, spindle speed, and particle size. It was found that the optimal parameters were the same as the input parameters.
“…The dimensional accuracy error can be well-defined as the distance error between the theoretical and experimental points on the surface in the spun part, where there is a distance error between the new geometry of the spun part and the design shape of the spun part assigned to the nature of the process [7].…”
The non-conventional spinning process for producing polygons cross-section. Dimensional accuracy to check methodology of producing rectangular cross-section. The measure opposite took place by offsetting the design points along normal vector. The NC milling machine was used to obtain the Data (x, y, and z coordinate). Forming ball diameter mainly increases the dimensional accuracy average error.The non-conventional spinning process was adopted for producing polygons, but one of the process limitations is the error between design and the final product especially with no-mandrel. Dimensional accuracy was adopted for this purpose which gives an indicator of the ability of the formed part to matches the design and checking validated of the adopted methodology for producing rectangular cross-section spun parts, by comparing the coordinating points of real part with the points of the design model. The point of a real part was measured by using a sphere probe fixed on the three-axis milling machine and capturing the data of machine axis movements for the center location of the probe, also, the measurements oppositely took place, by offsetting the points of design along the normal vector for comparison with the real part points. Three parameters were invested for study the effects on the dimensional accuracy, these parameters are spindle speed (48, 68, and 135 RPM), feed ratio (0.16, 0.22, and 0.32 mm/rev), and the ball diameter of the forming tool (16, 22 and 25 mm). The results show that tool ball diameter mainly affecting dimensional accuracy with a higher value of average error reach (6.47mm) when 16mm diameter of tool ball was used, on the other hand, the minimum average error was 1.705mm at low spindle speed.
“…Conventional forming processes require positive and negative dies to produce any product, which is expensive, especially when the product geometry is complex. This challenge can be eliminated or reduced using the incremental sheet metal forming processes because they do not require a complex die design, and one die can produce different geometries of the products [1,2]. In particular, there are three types of incremental sheet metal forming processes: single-point incremental forming, double-side incremental forming, and multi-point incremental forming [3].…”
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