An experiment was conducted to study the effect of four isolates of Pseudomonas spp. on the growth of two plants Radish & Cowpea and on the concentrations of macro elements & microelements . This experiment included two parts , the 1st. part included isolation and characterization of 4 isolates of Pseudomonas bacteria from local Iraqi soils Baghdad . The 2nd part included planting two plants Radish & Cowpea in plastic pots size 5Kg -soil in the green house Biology Dept. College of Science , after planting we added the isolates to the pots , and after 50 days, the growth parameters length , fresh and dry weight , percentage of germination were recorded , and the concentrations of macro elements Mg ,P ,K ,Fe, and Ca ,and microelements Zn ,Cl ,Mo ,Cu ,and Ba. The results showed that the bacterial isolates were effective in promoting the growth of two plants comparing with control plants , the concentrations of maco & microelements were increased in both plants after adding the bacteria to the plants. Results were analyzed statistically using the least significant difference and at the level of probability of 0.05.
Our recent work displays the successful preparation of Schiff_bases that carried out between hexane-2,5-dione and 2 moles of (Z)-3-hydrazineylideneindolin-2-one forming in Schiff-bases-(L), Which in turn allowed combining with each of the next metal ions: (M2+) = Ni, Mn, Zn, Cu and Co forming complexes_ in high stability. The formation of resulting Schiff_ bases (L) is detected spectrally using LC_Mss which gave approximately matching results with theoretical incomes, 1HNMR proves the founding of doublet signal of (2H) for 2NH, FTIR indicates the occurrence of two interfered imine bands and UV-VIS mean is also indecates the formation of ligand. On the other hand, complexes-based-Schiff were characterized using the s
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In this paper , certain subclass of harmonic multivalent function defined in the exterior of the unit disk by used generalize hypergeometric functions is introduced . In This study an attempting have been made to investigate several geometric properties such as coefficient property , growth bounds , extreme points , convolution property , and convex linear combination .