MECHANICS OF OSCILLATIONS IN DIFFERENTIAL EQUATIONS
Authors:
1.
Saint-Petersburg university of State fire service of EMERCOM of Russia
2.
Saint-Petersburg university of State fire service of EMERCOM of Russia
Type:
Article
Pages:
from 46
to 49
Status:
Published
Received:
12.06.2017
Accepted:
20.06.2017
Published:
25.06.2017
Language:
Russian
Keywords:
vibrating system, sprung mass, differential equation, coefficient of elastic resistance
Abstract (English):
The article describes the oscillations of the elastically mounted material object. The obtained dynamic system of the object is considered as an equivalent oscillating system. This approach allows describing the process fluctuations and the resulting dynamic loads are the basis of systems of differential equations.
The article describes the oscillations of the elastically mounted material object. The obtained dynamic system of the object is considered as an equivalent oscillating system. This approach allows describing the process fluctuations and the resulting dynamic loads are the basis of systems of differential equations.
Keywords:
vibrating system, sprung mass, differential equation, coefficient of elastic resistance
vibrating system, sprung mass, differential equation, coefficient of elastic resistance
1. Rotenberg R.V. Podveska avtomobilya. M.: Mashinostroenie, 1972.
2. Ivanov K.S., Grachev E.V. Analiz dinamicheskih nagruzok, deystvuyuschih na pozharnye avtomobili pri dvizhenii po dorogam: ucheb. posobie. S.-Peterb.: SPb in-t GPS MChS Rossii, 2005. 37 s.
