AIRBORNE FUNGI ISOLATED FROM INDUSTRIAL SECTOR OF DAVANGERE CITY, STATE OF KARNATAKA, INDIA
Journal Title: Journal of Science And Arts - Year 2013, Vol 23, Issue 2
Abstract
Aeromycological sampling during 2011 and 2012 industrial sector of Davanagere city in the atmosphere, showed a greater presence of spores. Airborne fungi are considered important causes of allergic rhinitis and allergic asthma. The knowledge of these fungi in a city or region is important for the ecological diagnosis and specific treatment of allergic manifestations induced by inhalation of fungal allergens. The airborne fungi of Davanagere City State of Karnataka, India, were studied during a one year period. Four hundred and twenty four Petri dishes with Sabouraud dextrose agar were exposed at eight different locations in the city. The dishes exposed yielded Two sixty three colonies of eight genera. The most predominants were: Aspergillus (61.21%), Penicillium (16.73%Cladosporium (3.42%), Fusarium (2.66%), Rhizopus (2.66 %), Alternaria (4.18 %), Mucor (1.14%), Epicoccum (0.76 %), Verticillium (0.38%) Geotrichum (0.76%) Trichoderma (0.76%) and Phoma (1.52%) The results shown that Aspergillus, Penicillium, Cladosporium and Fusarium species are found to all months of the year. Anemophilous fungi and the high concentration of spores in the air are important because may result in an increased number of people with allergic respiratory disease.
Authors and Affiliations
SIDDALINGAPPA THIRUMALA, HIRESAGARHALLI BOMMAPPA, PRADEEP NATHU
SOME GEOMETRIC INEQUALITIES OF RADON-ERDÖS-MORDELL TYPE
Some Erdös-Mordell type inequalities for general convex poligons are presented.The main tool in the proofs is the Radon inequality.
A CLASS OF FUNCTIONAL EQUATIONS FOR INVOLUTIVE AUTOMORPHISMS OF n – GROUPS
In a n-group (G,[ ]) consider the following functional equations: (Ep): ... In the case of groups these equations were studied by I. Corovei and V. Pop [4]. We study this class of equations and characterize their solutio...
ANOTHER LOOK AT THE TIME AS GEOMETRICAL PARAMETER IN THE KINEMATICS
In this paper we showed the contribution of time in kinematics by the different examples. Via these examples we have clearly showed that release time can be used as a geometrical parameter. We tried to select examples so...
EXPONENTIAL SERIES AND COMBINATORIAL PROBLEMS
In this paper we analyze two problems of combinatorial geometry, colouring problems, that, by the solving method have a tight connection with the series Particular cases of these problems have been proposed at the Intern...
SOME CONSEQUENCES OF DRIMBE INEQUALITY
In this paper we present a refinement of inequality: ∑sinA/2≥5/4+r/2R who are true in any acute triangle ABC and some consequences of DRIMBE inequality.