Waters of some wells at Almuqdadea region Diyala province, east of Iraq have been
compared with wells at Alfalluja region, Alanbar province west of Iraq. Five wells were
selected randomly at each of the two regions to measure several factors represented by
temperature (C), P
H
, Electric Conductivity (EC), Sodium (Na),Calcium (Ca), Magnesium
(Mg),Total Hardness (TH), Carbonate (Co3),Chloride (Cl), Nitrite (NO2), Nitrate (NO3)
Phosphate (PO4) Sulfate (So4), in addition to the heavy metals such as Chromium (Cr),
Cadmium (Cd) Lead (Pb) & Iron (Fe). The mean concentration of the above factors in water
of wells at the above regions had been measured during the period from April to September
(2010).
Results of the present study revealed that all the heavy metals concentrations were less
than the sensitivity of the atomic absorption equipment with the exception of (Fe) which
recorded 0.358 ppm and 0.026 ppm at Alfalluja and Almuqdadea respectively. Results of the
present study were compared with the criteria used by (WHO) and (FAO). Results of the
present study revealed that all the metals concentration were undetectable by atomic
absorption equipment with the exception of (Fe) which recorded 0.358 ppm and 0.026 ppm at
Alfalluja and Almuqdadea respectively. The results showed that all concentrations recorded in
the present study were accepted with the international criteria used by the above organizations
except for EC, NO3, TH, and Na from Alfalluja wells as their levels were (2.208 m/sm,1.506
546.5 ppm, 3.53 gm/l) respectively. The unacceptable data from Almuqdadea wells were
represented by EC, TH, Mg and Na where their levels were (1170MGS\SM, 512.86ppm,
213.34ppm, 2.31gm\L) respectively. Finally the results showed that there were similarities in
the concentrations of some factors studied in the present project in the wells of the same area
and in some factors at both areas of study.
Let R be a commutative ring with identity and E be a unitary left R – module .We introduce and study the concept Weak Pseudo – 2 – Absorbing submodules as generalization of weakle – 2 – Absorbing submodules , where a proper submodule A of an R – module E is called Weak Pseudo – 2 – Absorbing if 0 ≠rsx A for r, s R , x E , implies that rx A + soc ( E ) or sx A + soc (E) or rs [ A + soc ( E ) E ]. Many basic properties, char
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