Abstract
Working in hot and humid environments can jeopardize the health and safety of the workers and reduce their efficiency. Different physical, environmental, and human factors can influence the risk level of working in these atmospheres. Therefore, the risk assessment of such atmospheres must be carried out from a holistic point of view. This paper aims to introduce a novel risk assessment and prioritization model, using hybrid AHP and VIKOR methods in a fuzzy environment. The AHP method was adopted to determine the importance (weight) of the risk influencing parameters. Also, the VIKOR as a compromise solution method was applied to rank the different working stations against the risk criteria. Fuzzy set theory was used to handle the inherent ambiguity and vagueness of the data encountered in the evaluation process. Furthermore, the fuzzy TOPSIS was adopted to further represent the efficacy of the proposed model. To demonstrate the applicability of the model, a small size foundry shop was selected as the real case and a sensitivity analysis was performed to confirm the validity of the model. The results revealed that the “Environment” has the most contribution to the risk level of hot environments (WE = 0.615). That is followed by “Temperature” (WDBT = 0.268), “Air velocity” (WAV = 0.170), “Safety training” (WST = 0.161), “Mean radiant intensity” (WMRT = 0.110), “Humidity” (WH = 0.066), “Seniority structure” (WSS = 0.063), “Work intensity” (WWI = 0.058), “PPE” (WPPE = 0.047), “Work nature” (WPPE = 0.034), and “ Work duration” (WT = 0.022), in sub-factors. Using the F-VIKOR method, the “melting furnace” workstation was determined as the compromise solution with the index value of Q = 1.
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Abbreviations
- TpFN:
-
Trapezoid fuzzy number
- \(L_{p,j}\) :
-
Distance of the alternative Aj from the best ideal solution
- \(w_{j}\) :
-
Weight (relative importance) of jth criterion
- \(f_{ij}\) :
-
Measured score of the jth alternative (Aj) against the ith criteria (Ci)
- \(f_{j}^{*}\) :
-
The best values of all criterion ratings
- \(f_{j}^{ - }\) :
-
The worst values of all criterion ratings
- \(\mu_{{\tilde{A}}} \left( x \right)\) :
-
Membership function of a TpFN
- L, m, n, u :
-
Lower, mide, and upper numbers of the fuzzy set
- \(\tilde{A}\), \(\tilde{B}\) :
-
Two positive TpFNs
- \(\oplus , \ominus, \otimes , { \oslash }\) :
-
Addition, Subtraction, Multiplication, and Division operators of TpFNs
- \(\tilde{a}\) :
-
Pair-wise comparison matrices of the criteria
- \(a_{ij}^{k}\) :
-
Fuzzy rating of the kth decision-maker
- \(\tilde{a}_{ij}\) :
-
Aggregated fuzzy ratings (\(\tilde{a}_{ij}\)) of criteria
- CI:
-
Consistency index
- RI:
-
Random index
- CR:
-
Consistency ratio
- \(\lambda_{\max }\) :
-
Largest eigenvalue of the matrix
- \(\alpha , \beta , \gamma ,\delta\) :
-
Geometric mean of the lower, middle, and upper numbers of the fuzzy number
- \(\tilde{W}\) :
-
Fuzzy weight vector
- \(\tilde{w}_{j}\) :
-
Indicators weights
- \((\tilde{x}_{ijk} )\) :
-
Aggregated fuzzy rating of evaluation
- \(\tilde{D}\) :
-
Decision matrix
- \(defuzz \left( {xij} \right)\) :
-
Defuzzified values of the decision matrix
- \(defuzz \left( {wj} \right)\) :
-
Defuzzified values of the fuzzy weights
- S i, R i :
-
Mean group utility and maximum regret values
- Q:
-
Index value
- \(\upsilon\) :
-
Weight of the maximum group utility (weight of the strategy)
- 1 – ν:
-
Weight of individual regret
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Acknowledgments
This research has been supported by Bushehr University of Medical Sciences, Iran (Grant No. BPUMS-213H-20).
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Ramavandi, B., Darabi, A.H. & Omidvar, M. Risk assessment of hot and humid environments through an integrated fuzzy AHP-VIKOR method. Stoch Environ Res Risk Assess 35, 2425–2438 (2021). https://doi.org/10.1007/s00477-021-01995-1
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DOI: https://doi.org/10.1007/s00477-021-01995-1