







Vol.3 , No. 1, Publication Date: Jan. 18, 2018, Page: 1-7
[1] | Azimov Bahtiyor Magrupovich, Scientific and Innovation Centre of Information and Communication Technologies Under IT University, Tashkent, Uzbekistan. |
[2] | Kamalov Nadjimitdin Zaynutdinovich, Scientific and Innovation Centre of Information and Communication Technologies Under IT University, Tashkent, Uzbekistan. |
[3] | Igamberdiev Jamshid Khusanovich, Scientific and Innovation Centre of Information and Communication Technologies Under IT University, Tashkent, Uzbekistan. |
[4] | Kamalov Jamoliddin Nadjimitdinovich, Scientific and Innovation Centre of Information and Communication Technologies Under IT University, Tashkent, Uzbekistan. |
In the article methods of modeling of motion and optimal control are considered with the purpose of ensuring uniform movement of the links of the saw gin of the technological line for primary processing of raw cotton with the help of the Lagrange equation of the second kind, a mathematical model of the technological process of jinification of raw cotton is compiled. Optimum control of the functioning of the system according to given conditions is formed. As a result of numerical solutions of the conjugate system, the boundary value problem of the Pontryagin maximum principle and the developed mathematical models, the optimal values of the transient processes are calculated. The equation of the energy state is calculated using the total differential of the Hamiltonian function and the energy state SD is determined. Functional, constructive-technological and geometric parameters that ensure the uniform motion of the engine at given technological resistances are determined.
Keywords
Methods, Mathematical Modeling, Functioning, Algorithm, Technological Line, Primary Processing, Energy State, Optimal Control
Reference
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