2017
DOI: 10.1088/1757-899x/282/1/012006
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Parameter optimization of electrochemical machining process using black hole algorithm

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Cited by 5 publications
(4 citation statements)
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“…Black hole optimization (BHO) can be used to solve binary [72,73], hybrid binary [74], discrete [75], and real problems [63]. The black hole algorithms can solve different NP-hard optimization problems related to electric power systems [76], scheduling in automotive industry [77], pattern synthesis ion radio science [78], earth sciences [79] logistics and supply chain [80], nondestructive testing of wiring networks [81], and electrochemical machining [82].…”
Section: Black Hole Algorithm-based Optimizationmentioning
confidence: 99%
“…Black hole optimization (BHO) can be used to solve binary [72,73], hybrid binary [74], discrete [75], and real problems [63]. The black hole algorithms can solve different NP-hard optimization problems related to electric power systems [76], scheduling in automotive industry [77], pattern synthesis ion radio science [78], earth sciences [79] logistics and supply chain [80], nondestructive testing of wiring networks [81], and electrochemical machining [82].…”
Section: Black Hole Algorithm-based Optimizationmentioning
confidence: 99%
“…Kumar et al also considered multicriterion optimization by assessing the weight by diferent methods such as equal weight method (EWM), AHP, and entropy-based weight method (EBWM) for consumption of energy responses along with MRR and SR during the turning operation [15]. Dinesh Singh et al evaluated the performance of ECM process parameters by using the black hole algorithm (BHA) and the result obtained by using BHA provides better results when compared to other algorithms [16]. Sohrabpoor et al designed a combined MCDM method of principal component analysis (PCA) with neuro-fuzzy associated with the teaching cuckoo algorithm for fnding the optimal parametric condition satisfying maximum MRR, minimum ROC, and SR [17].…”
Section: Introductionmentioning
confidence: 99%
“…The differential evolution (DE) algorithm has been used for both the single-and multi-objective optimization of process parameters [14]. Singh and Shukla (2017) considered the ECM process to evaluate the performance of the black hole algorithm (BHA). The performance measures of the MRR and overcut (OC) were taken to obtain the optimum machining parameters using the BHA [15].…”
Section: Introductionmentioning
confidence: 99%
“…Singh and Shukla (2017) considered the ECM process to evaluate the performance of the black hole algorithm (BHA). The performance measures of the MRR and overcut (OC) were taken to obtain the optimum machining parameters using the BHA [15]. The harmony search (HS) algorithm was combined with the DF so that an HS-DF optimizer was proposed to optimize the ECM process parameters [16].…”
Section: Introductionmentioning
confidence: 99%