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  • In this paper, an example of mathematical modelling of ammonia dispersion in atmosphere is presented. Ammonia gas was flied into atmosphere. Transport of ammonia was determined in different distances from ammonia source. Experiment was created by University of Defence in military area in Vyškov. Mathematical model was created in Fluent 6.3 software and was solved by finite volume method.
  • In this paper, an example of mathematical modelling of ammonia dispersion in atmosphere is presented. Ammonia gas was flied into atmosphere. Transport of ammonia was determined in different distances from ammonia source. Experiment was created by University of Defence in military area in Vyškov. Mathematical model was created in Fluent 6.3 software and was solved by finite volume method. (en)
  • V článku je prezentován příklad matematického modelování šíření amoniaku v atmosféře spolu s experimentem. Do volného prostoru byl vypuštěn plynný amoniak a v různých vzdálenostech od zdroje šíření byl stanoven transport tohoto amoniaku. Experiment byl vytvořen Univerzitou obrany ve vojenském prostoru ve Vyškově. Pro matematické modelování šíření amoniaku byl využit software Fluent 6.3. Model byl řešen metodou konečných objemů. (cs)
Title
  • Mathematical and Experimental Modelling of Amonia Dispersion in Atmosphere
  • Matematické a experimentální modelování šíření amoniaku v atmosféře (cs)
  • Mathematical and Experimental Modelling of Amonia Dispersion in Atmosphere (en)
skos:prefLabel
  • Mathematical and Experimental Modelling of Amonia Dispersion in Atmosphere
  • Matematické a experimentální modelování šíření amoniaku v atmosféře (cs)
  • Mathematical and Experimental Modelling of Amonia Dispersion in Atmosphere (en)
skos:notation
  • RIV/61989100:27230/08:00018277!RIV09-MSM-27230___
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  • P(OC 186)
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  • 377956
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  • RIV/61989100:27230/08:00018277
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  • mathematical modelling; ammonia; dispersion; transport (en)
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  • [6F1E30B47669]
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  • Plzeň
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  • Plzeň
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  • Sborník příspěvků mezinárodní konference - XXVII. Setkání kateder mechaniky tekutin a termomechaniky
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  • Kozubková, Milada
  • Chmielová, Ivana
  • Saliger, Tomáš
  • Wiederlechner, Jan
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number of pages
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  • Západočeská univerzita v Plzni
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  • 978-80-7043-666-0
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  • 27230
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