Selecting the Optimal LoA to Prevent the Expansion of COVID-19 in the Chemical Industry considering Sustainability Factors: A Fuzzy Mathematical Optimization Approach

Table 7

Detailed results of the implementation of different scenarios.

Scenario	For one day of production (8 hours)							Cost for one product			Profit$	Equipment cost $	Training cost$
	QC time	Break down time	Setup time	Time out	Production time	Production number	No. of workers	Direct material cost $	Labor cost $	overhead costs $
1. Before the change	4.5	3	0.5	0.5	22	289	10	0.375	0.15	0.1	275	0	0
2. Expert	4.5	2	0.25	0.25	9	326	8	0.3625	0.125	0.075	329	5,000	100
3. Low-cost	4.5	2	0.5	0.5	19.5	714	9	0.375	0.145	0.1	279	1,250	25
4. Costly but profitable	1.5	0	0	0	5	1514	2	0.325	0.0125	0.05	960	250,000	250