An adaptive phasic automatic control system designed to stabilize various parameters of technological processes of concentrating plants is considered. The system adapts to unregulated, unaccounted for in the basic calculation changes in technological parameters.

Energy consumption for drying of concentrates at concentrators is at least 10-15% of all energy costs of mining enterprises, so it is very important to optimally control this process to minimize energy consumption.

In many beneficiation plants, for example, in the beneficiation of iron ores, it is possible to regulate the mass flow rate of cake (load) entering the drying units ....

Previously, the authors proposed a mathematical model of the process of cake drying in a rotating drying drum with longitudinal feeding of the drying agent. On the basis of this model was set and solved by methods of classical calculus of variations the problem of optimal control of the drying unit ...

Widespread at concentrating plants process of concentrate drying in rotating drying drums is a very complex object of automatic control. ...

The drying drum as an object of automatic control was considered earlier. ...

The process of drying phosphorite concentrate in a rotating drying drum (length 20m, inner diameter 2.8m) as an object of automatic control is described in detail earlier.

One of the first stages in the synthesis of automatic control systems (ACS) is the preparation of the structural diagram. Unlike the subsequent stages (mathematical synthesis of optimal dynamic characteristics, determination of dynamic characteristics of corrective devices, etc.), the method of synthesizing the structural scheme is poorly developed. We are not aware of any engineering method for obtaining the structural scheme of the structural scheme to be created by an automatic control system, even if it is an existing but not yet automated object.

The process of drying phosphorite concentrate in a rotating drying drum is an object of automatic control with a variety of variables involved in the process and their complex interrelation and interdependence. Obtaining a mathematical description of such an object is a necessary stage of its automation. The description can be represented in the form of a system of differential, integro-differential, integral and similar equations or in the form of transfer functions. Composition of differential equations by analytical method using physical laws of heat and mass transfer leads to a system of equations in partial derivatives, which are not always practically suitable. In addition, some constant coefficients of these equations are unknown and cannot be determined at the actual site.

As is known, many objects (sites) of automatic regulation can be experimentally investigated by applying jump or pulse influences on the input of the object with obtaining at the output of the acceleration or pulse characteristics, respectively. Determining the dynamic parameters of the object but its pulse characteristic is preferable to the acceleration characteristic, because, firstly, gives more accurate results and, secondly, conducting an experiment with the impact in the form of a pulse is less disruptive to the normal course of the technological process.When removing the dynamic characteristics of this method is taken as follows: 1) all disturbing influences during the experiment can be stabilized within certain limits so that their influence on the output parameter can be neglected; 2) the pulse disturbance does not entail significant nonlinear distortions of the transient process.