MATHEMATICAL MODEL FORMATION OF THE IRON DRIVING MECHANISM ON THE BASIS OF SPECIFIC ACTIONS
Journal: BULLETIN OF KSAU
№ 5
, 2012
Rubrics: MATEMATIKA I INFORMATIKA
Authors:
1.
Krasnoyarskiy torgovo-ekonomicheskiy institut
2.
Sankt-Peterburgskiy universitet holodil'noy promyshlennosti i nizkotemperaturnyh tehnologiy
3.
Sankt-Peterburgskiy gosudarstvennyy torgovo-ekonomicheskiy institut
Type:
Article
Pages:
from 103
to 115
Status:
Published
Received:
21.05.2012
Accepted:
23.05.2012
Published:
25.05.2012
Subject area:
UDK 648.4:621.01.001
Language:
Russian
Keywords:
mathematical and physical model, specific action, expression for forcing, torque moment, acceleration energy, momentum, optimization
Abstract (English):
The equation of iron driving mechanism motion expressed in terms of transferring motion operators was formulated earlier. However, it is not sufficient for solving the problem of defining trade-related and technological equipment improvement methods. It is necessary to create the mathematical model of the considered mechanism not only based on transferring motion operators, but also on the basis of specific actions. In addition, effective outlays in mechanical environments must be also considered.
The equation of iron driving mechanism motion expressed in terms of transferring motion operators was formulated earlier. However, it is not sufficient for solving the problem of defining trade-related and technological equipment improvement methods. It is necessary to create the mathematical model of the considered mechanism not only based on transferring motion operators, but also on the basis of specific actions. In addition, effective outlays in mechanical environments must be also considered.
Keywords:
mathematical and physical model, specific action, expression for forcing, torque moment, acceleration energy, momentum, optimization
mathematical and physical model, specific action, expression for forcing, torque moment, acceleration energy, momentum, optimization
1. Artobolevskiy I.I. Teoriya mashin i mehanizmov. - M.: Nauka, 1975. - 639 s.
2. Gorskiy B.E. Dinamicheskoe sovershenstvovanie mehanicheskih sistem. - Kiev: Tehnika, 1987. - 200 s.
3. Gorskiy B.E., Gohlerner L.S. Vybor klyuchevogo kriteriya optimizacii mehanicheskih sistem // Izv. vuzov. Str-vo i arhitektura. - 1987. - №2. - S. 109-112.
4. Gusev B.K., Shirshikov A.M. Razrabotka principa udel'nyh deystviy primenitel'no k sovershenstvovaniyu torgovo-tehnologicheskogo oborudovaniya: monogr. - Krasnoyarsk, 2011. - 134 s.
