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Academic Journal

МАТЕМАТИЧЕСКАЯ МОДЕЛЬ ДИНАМИКИ МИКРОПОЛЯРНОГО УПРУГОГО ТОНКОГО СТЕРЖНЯ С КРУГОВОЙ ОСЬЮ С НЕЗАВИСИМЫМИ ПОЛЯМИ ПЕРЕМЕЩЕНИЙ И ВРАЩЕНИЙ И МЕТОД КОНЕЧНЫХ ЭЛЕМЕНТОВ

Subjects: *MATHEMATICAL models; *CONTINUOUS time models; *MICROPOLAR elasticity

  • Source: Proceedings of the National Academy of Sciences of Armenia. Mechanics. 2022, Vol. 75 Issue 1/2, p85-98. 14p.

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[Analysis of G.F. Gause experimental time-series by means of continuous-time models].

Subjects: Models, Theoretical* ; Population Dynamics*; Paramecium aurelia/Paramecium aurelia/Paramecium aurelia/*genetics

  • Source: Zhurnal obshchei biologii [Zh Obshch Biol] 2012 Mar-Apr; Vol. 73 (2), pp. 114-24.Publisher: Izdatelstvo Nauka Country of Publication: Russia (Federation) NLM ID: 0424252 Publication Model: Print Cited Medium: Print ISSN:

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МАТЕМАТИЧНА ФОРМАЛІЗАЦІЯ ДИНАМІЧНИХ СТАНІВ ПАРОРІДИННИХ ДВОФАЗНИХ СИСТЕМ

Subjects: NONLINEAR waves; SHOCK waves; LIQUID density

  • Source: Informatics & Mathematical Methods in Simulation / Informatika ta Matematičnì Metodi v Modelûvannì; 2021, Vol. 11 Issue 1/2, p134-141, 8p

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  • 1-3 of  3 results for ""CONTINUOUS time models""