Latvian Maritime academy
Latvian Maritime academy
Latvian Maritime academy
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MATHEMATICAL MODEL OF ROLLING COMPRESSION<br />
OF BAKED LAYER OF INSIDE SURFACE<br />
OF CYLINDER BUSH OF MARINE ENGINE<br />
Rasim Cavad Bashirov<br />
Azerbaijan State Marine Academy, 18 Z. Aliyeva Street, Baku, AZ 1000, Azerbaijan,<br />
E-mail: akademiya@adda.edu.az<br />
Mahammad Bagir Akhundov<br />
Azerbaijan State Marine Academy, 18 Z. Aliyeva Street, Baku, AZ 1000, Azerbaijan,<br />
E-mail: makhundov@mail.ru<br />
Abstract<br />
Model description of process of restoration of inside surface of cylinder bush of marine engine, realized<br />
by method of spraying of surface layer with it subsequent compression by rolling arrangement is given.<br />
Dependence of quantity and time of compression, also force of strength to swinging of rolling velocity<br />
and force influence of rolling arrangement on compression layer are obtained.<br />
Keywords: bush, compression, glutinous plastic strength to swinging.<br />
Introduction<br />
Restoration of inside surface of cylinder bush of marine engine is accompanied by numerous factors,<br />
directly influencing both on quality of carried out repair works and on further exploitation characteristics<br />
of this bush. Among these factors there are deformation parameters, as for example, intensity of<br />
compression process and created strength strained condition in compression layer [1].<br />
Investigation of influence of these factors, creation of adequate mathematical model of the realizing<br />
technological process allows to manage the formation of geometrical parameters of surface layer of<br />
cylinder bush, when purposely and well rolling them with torus rolls.<br />
Organization of a task<br />
Arrangement for rolling of inside surface of bushes, offered in (1) is schematically given in Figure 1.<br />
It includes three torus rolls, disposed symmetrically along circle. We shall consider that the diameters of<br />
rolls are less than the diameters of inside surface of bush. In this case the motion of roll around circular<br />
orbit may be substituted by the motion along straight line boundary of layer.<br />
Figure 1. Arrangement for rolling of inside surface of bushes<br />
As the hard properties of the material of bushes and rolls considerably excel the hard property of<br />
baked layer, we shall in the future neglect the deformation properties of material of bushes and rolls,<br />
considering them absolutely hard. Then the task about the compression of baked layer of inside surface<br />
bush at its rolling of three-system rolls may be presented as a task about the rolling of plane layer when<br />
swinging cylinder at given velocity of motion of its axis (Figure 2). We shall neglect the influence of<br />
contact of baked layer and bush in the first approach.<br />
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