In this study, four sampling stations were selected on the Tigris River (Baghdad region) in order to determine concentrations, seasonal variation and pollution intensity assessment of heavy metals (Cd, Zn and Mn) in water, sediments and Barbus xanthpterus fish in this river. The study results showed that the mean concentration of dissolved heavy metals (cadmium, zinc and manganese) were 0.004 ppm, 0.023 ppm and 0.007 ppm, respectively. Whereas, their concentrations in sediments were 1.38 ppm, 86 ppm and 231.4 ppm respectively. Irregular seasonal variation for concentrations of these metals in both sediments and water. The mean concentration of these metals in tissues of fish muscles were 0.0043 ppm, 0.0023 ppm and 0.03 ppm for cadmium, zinc, and manganese respectively, while the mean concentration of these metals for tissues of intestine was 0.01 ppm, 0.0023 ppm and 0.029 ppm, respectively, whereas for tissues of gills the mean concentration of these metals was 0.0121 ppm, 0.0026 ppm and 0.087 ppm, respectively. The results of present study showed the metals concentration in tissues of muscles, intestine and gill higher than water and less than it level in sediments. According to Geo-accumulation index, Contamination factor, Enrichment index and potential ecological risk index used in this study the results explained that Cd was more the metals and existing increased in average from background value and caused high risk to aquatic environment, while the use of Pollution load index and Contamination degree to identify to pollution severity by total heavy metals and explained the station one and two were unpolluted to slightly polluted, whereas the station three and four were polluted by studied heavy metals.
Meerkat Clan Algorithm (MCA) that is a swarm intelligence algorithm resulting from watchful observation of the Meerkat (Suricata suricatta) in the Kalahari Desert in southern Africa. Meerkat has some behaviour. Sentry, foraging, and baby-sitter are the behaviour used to build this algorithm through dividing the solution sets into two sets, all the operations are performed on the foraging set. The sentry presents the best solution. The Flexible Job Shop Scheduling Problem (FJSSP) is vital in the two fields of generation administration and combinatorial advancement. In any case, it is very hard to accomplish an ideal answer for this problem with customary streamlining approaches attributable to the high computational unpredictability. Most
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