Tatiana Salnikova
Publications:
| Zubelevich O. E., Salnikova T. V. 
		
				A note on Lagrange’s top theory				
		 2018, Vol. 14, no. 1, pp. 139-143 
				Abstract
		 
		This article is an extended version of Hadamard’s note devoted to some subtle question that has arisen in the Lagrange top theory. As a rule, this question is not discussed in textbooks.	
													
								
	
	
	
	
		
				
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| Salnikova T. V., Treschev D. V., Gallyamov S. R. 
		
				On the motion of free disc on the rough horisontal plane				
		 2012, Vol. 8, No. 1, pp. 83-101 
				Abstract
		 
		We consider the problem of a disk sliding on a horizontal plane under the action of dry friction forces. The model is based on three hypotheses. The law of interaction of a small element of the disk’s surface with the plane is the Amonton–Coulomb law, the pressure distribution over the contact patch is a linear (generally speaking, time-dependent) function of Cartesian coordinates, the height of the disk is not high. The equations of motion possess a rich group of symmetry, which enables a detailed qualitative analysis of the problem.	
													
								
	
	
	
	
		
				
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