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European Journal of Applied Sciences – Vol. 12, No. 4
Publication Date: August 25, 2024
DOI:10.14738/aivp.124.17391.
Le, T. P. T., Nguyen, T. Q. D., & Vu, T. T. (2024). Best Input Factors in EDM 90CrSi Using Graphite Electrodes by TOPSIS Method.
European Journal of Applied Sciences, Vol - 12(4). 285-292.
Services for Science and Education – United Kingdom
Best Input Factors in EDM 90CrSi Using Graphite Electrodes by
TOPSIS Method
Le Thi Phuong Thao
Thai Nguyen University of Technology, Thai Nguyen, Vietnam
Nguyen Thi Quoc Dung
Thai Nguyen University of Technology, Thai Nguyen, Vietnam
Vu Trung Tuyen
National Research Institute of Mechanical Engineering, Hanoi, Vietnam
ABSTRACT
This research presents a study that found the ideal process variables for Electrical
Discharge Machining (EDM) of 90CrSi using graphite electrodes. This work used a
multi-criteria decision making (MCDM) approach for the first time to produce
cylindrical-shaped parts utilizing the EDM technique and various kinds of graphite
as the electrode material. The MCDM problem was solved using the Technique for
Order of Preference by Similarity to Ideal Solution (TOPSIS) approach, and the
weights of the criteria were estimated using the Entropy method. Furthermore,
the two investigational criteria used were electrode wear rate (EWR) and material
removal rate (MRR). Furthermore, five process factors were examined: servo
voltage (SV), servo current (IP), pulse on time (Ton), pulse off time (Toff), and
graphite type (TOG). In addition, the experiment was designed and the outcomes
were assessed using the Taguchi method in Minitab R19 software. Furthermore,
for this experiment, the design L18 (6^1 + 3^4) was used. The MCDM issue has
been resolved, and the ideal process parameters were recommended.
Keywords: EDM, MCDM, TOPSIS method, Entropy method, Electrode Wear Rate,
Material Removal Rate, 90CrSi.
INTRODUCTION
Among cutting and machining techniques, EDM is the most widely used non-conventional
machining technique. It works particularly well for cutting cavity-shaped items, such plastic
molds and forging molds, among other things. A multitude of metrics, including SR, EWR,
MRR, and others, are used to assess EDM as well as other machining processes. Achieving
goals for every criterion is challenging, if not impossible, particularly when they contradict
with one another. In this situation, selecting a course of action to concurrently harmonize the
criteria must be taken into account. MCDM is the name given to this issue.
Until this point, MCDM for the EDM process has been the subject of numerous studies. The
authors report the findings of an MCDM investigation for powder-mixed electrical discharge
molding (PMEDM) of 90CrSi tool steel in [1]. The powder concentration, host voltage, pulse
duration, pulse off time, and pulse current were the input process parameters for the
investigation. In addition, three MCDM techniques were employed to tackle the issue:
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European Journal of Applied Sciences (EJAS) Vol. 12, Issue 4, August-2024
MARCOS (Measurement of Alternatives and Ranking according to Compromise Solution),
TOPSIS (Technique for Order of Preference by Similarity to Ideal Solution), and MAIRCA
(Multi-Attributive Ideal-Real Comparative Analysis). The weight computation for the criteria
was done using the MEREC (approach based on the Removal Effects of Criteria) approach.
Based on the results, the best option for the multi-criteria problem involving PMEDM
cylindrically shaped pieces was proposed. The authors have been given with the findings of an
MCDM analysis in [2] to establish the optimal input parameters in wire-cut EDM 90CrSi tool
steel. In this paper, the TOPSIS technique was used. The workpiece cutting radius, wire feed,
feed speed, servo voltage, cutting voltage, and pulse on and off durations were the other six
input parameters that were looked at. When machining AISI 304 stainless steel using the EDM
process, the TOPSIS technique was applied in [3] to reach minimum levels of several
performance metrics, such as average white layer thickness and SR with the maximum level of
compressive residual stress. In [4], the MCDM problem was also solved using the TOPSIS
method with the goal of obtaining a low EWR and an MRS. The MABAC (Multi-Attributive
Border Approximation Area Comparison) method has been applied to PMEDM 90CrSi tool
steel in order to identify the ideal input process variables [5]. The simultaneous achievement
of the lowest surface roughness (RS), maximum material removal speed (MRS), and maximum
electrode wear rate (EWR) is the aim of this study. Other works on MCDM that have been
done to identify the optimal input parameters for wire-cut EDM include the Measurement of
Alternatives and Ranking according to Compromise Solution (MARCOS) method [6], TOPSIS
method [7], Multi-Objective Optimization process on the basis of Ratio Analysis (MOORA
method), and TOPSIS [8]. Furthermore, utilizing the Adaptive Network based Fuzzy Inference
System approach, the white layer thickness prediction on machining treated silicon steel has
been implemented in [9]. Four different MCDM methods, including MAIRCA, MARCOS, TOPSIS,
and EAMR (Area-based Method of Ranking), were applied in [10] in order to select an
alternative that simultaneously ensures two criteria, including minimum RS and maximum
MRS. In [11], various multi-objective optimization issues are solved by using the Genetic
Algorithm (GA) and TOPSIS to determine the ideal process parameters that will yield better
MMR, Micro Hardness, low SR, EWR, and real depth.
According to the aforementioned studies, MCDM techniques have been employed in a
considerable number of studies to determine the optimal input parameters for EDM to date.
However, up until now, there hasn't been a mechanism for selecting the best input parameters
for EDM with electrodes made of various types of graphite using a MCDM approach. The
findings of an MCDM analysis using electrodes composed of several types of graphite to
choose the best input process factors in EDM 90CrSi are presented in this study. Furthermore,
this study's electrodes are designed with holes to facilitate the machining of cylindrical
workpieces. This represents the second distinction from earlier research, where electrodes
were frequently shaped like cylinders as a result of the EDM method used to produce concave
and cavities. The MCDM methodology of the study used the TOPSIS approach, and the weights
of the criteria were determined using the Entropy method. The TOPSIS method was selected
as it have been used in many previous studies [1, 12-14] to determine the optimal input
parameters for the EDM process. The optimal dressing input factors have been suggested by
applying the two criteria (EWR and MRR) from the solution of the MCDM issue.