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მოცემულ კატეგორიაში წარმოდგენილია:  20 ჩანაწერი /  25431 ჩანაწერიდან.


ძებნის განულება

M. Okrosashvili, Antashvili L.,Tavadze G., Beradze B., Tsitsishvili M.. Mathematical model of changing temperature distribution in gun barrel while shooting process . Proceedings of I. Vekua Institute of Applied Mathematics. 2015წ. Vol. 65, p.p 3-11.

K. Kotetishvili, Kapanadze K.G.. Dekanosidze Sh.V. Kalandadze I.G.. Mathematical Calculation of the Role of Attendant Gradients in MRI. Nano-Studies. 2011წ. Tbilisi.n.3.4 2011.pp41-42.

K. Kotetishvili, Kapanadze K.G., Kalandadze I.G., Dekanosidze Sh.V. Mathematical Calculation of the Role of Attendant Gradients in MRI. . Nanostudies”, GTU. 2011წ. №4, pp.41-42.

გ. მეტრეველი, ვაზაგაშვილი, ჯიხვაძე, ხუციშვილი. mathematical formulation of collisional process by application of thin-walled shell model . სამეცნიერო ტექნიკური ჟურნალი "მშენებლობა" თბ.,. 2011წ. №4(23).

ქ. ყაჭიაშვილი, Dolidze V.A. and Khvedeliani D.J. . Mathematical methods for guaranteed determination of lymph gland sizes by ultra-sonography. . Georgian Engineering News,. 2002წ. # 3, 75-80..

K. Bziava, I. Kruashvili, ინაშვილი ირმა, ლორია მადონა. Mathematical Model for the Definition of Heat Conductivity of Soil for Achieving the Harvest of Early Agricultural Crops. Annals of Agrarian Science. 2006წ. Vol. 4, №2, pp.98-101.

I. Kruashvili. Mathematical model of defining concentration and turbulent exchange coefficient in suspended streams. Annals of Agrarian Science, Georgian state agrarian university. 2005წ. V. 3 #1, pp.98-100.

K. Bziava, I. Kruashvili, ინაშვილი ირმა, ლორია მადონა. Mathematical Model of Definition of Soils Moisture at Mulching. Annals of Agrarian Science. 2007წ. Vol. 4, № 3, pp. 55-58.

ჯ. გიორგობიანი, M. Nachkebia, G.Giorgobiani. Mathematical model of one process of ecological pollution. Georgian Engineering News. 2009წ. N1, 90-92.

G. Giorgobiani. Mathematical model of one process of environmental pollution. Georgian Engineering News. 2009წ. N1, 90 – 92.

მ. ნაჭყებია, M. Nachkebia, A. Torondjadze. Mathematical Model of Optimal Long-term Functioning of the Energy System. Applied Mathematics and Informatics . 2001წ. v.5, no.1, pp.28-34.

ჯ. გიორგობიანი, M. Nachkebia, A. Torondjadze. Mathematical Model of Optimal Long-term Functioning of the Energy System. Applied Mathematics and Informatics . 2001წ. v.5, no.1, pp.28-34.

V. Gogichaishvili, R. Esiava. Mathematical model of the oxidation process of semiconductor crystal. NOVEL MATERIALS (Supplementary Edition to the Georgian Engineering News). 2006წ. p.76-80.

ე. ელერდაშვილი. Mathematical model of the relationship of the extensive and intensive relationships of the factors acting on an increase in the volume of production . International scientific-practical journal “Social economics” . 2006წ. .

ნ. ბეგალიშვილი, N.Naskidashvili, L.Shavliashvili, D.Shavladze. Mathematical Modeling of Contaminating Agents Percolation in the Soil During Accidental Spill of Oil. Annals of Agrarian Science,publ."Universal",Tbilisi . 2010წ. vol.8,no.4,p.66-68, (in Russian).

P. Nadirashvili, T. Mekanarishvili, Z. Meladze. Mathematical Modeling of Experimental Search Out-comes of Asphalt-Concrete. GESJ: Computer Science and Telecommunications . 2015წ. ISSN 1512-1232 #2(46) თბილისი, საქართველო გვ. 85-89.

თ. დავითაშვილი, Samkharadze I.. Mathematical Modeling of Georgian Territory Pollution With Account of “Hot” Points. Reports of Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics. 2005წ. Vol. 20, No 3, p.p.51-58.

R. Bitsadze, S. Bitsadze. Mathematical modeling of hydraulic processes during attraction of ancor-piston of magneto hydraulic pusher to the core. Scientific-Technical Journal “Transport and Machinebuilding” . 2017წ. №2 (39), 153-158..

К. , Karabegov M.A. . Mathematical modeling of photometric particle metric analyser in the weighed liquids.. Georgian Engineering News, . 1999წ. No. 4, 9-17..

თ. დავითაშვილი, Geladze G., Dikhaminjia N.. Mathematical Modeling of Soil Pollution by Oil for Urban Conditions. Reports of Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics,. 2007წ. Vol. 21, 2006-2007, p.p.26-31 2006-2007.