MATHEMATICAL MODEL AND DYNAMICS OF A PILOT CONTROL PRESSURE-REDUCING VALVE

Abstract

Energy consumption is currently on the rise. To control large energy flows, larger sizes of actuators and control mechanisms are required.One of the main control elements of the system is the pressure regulator. A pressure regulator or pressure reducing valve (RV) is a device designed to reduce and continuously maintain a certain, preconfigured, pressure level («after itself»), which is different from the nominal one. High requirements are imposed on the operation of the RV to maintain the set pressure value, such as: high speed, no overshoot and static error, since the presence of these dynamic properties in the RV can cause the «start of disasters». Modern methods for the development and analysis of technical systems are based on the widespread use of mathematical models based on detailed knowledge of the processes and phenomena occurring in the systems under consideration. The use of a mathematical model is of great and urgent importance – it allows not to carry out expensive and costly physical experiments both in terms of time and money. The results obtained in the course of computer simulation can be used to optimize systems, determine operating modes and causes of possible failures. The article describes the principle of operation and the scheme of the pressure reducing valve of indirect action. The developed mathematical model of an indirect pressure reducing valve is presented. With the help of the created mathematical model, the dynamic characteristics of the indirect pressure reducing valve were analyzed depending on the change in its design parameters. The limit of stability of the pressure reducing valve is determined, when the values of which are exceeded, self-oscillations are observed in the system of the pressure reducing valve. Recommendations are given for choosing and setting the value of pressure p2 at the outlet of the reducing controlled valve. The scientific novelty of the work should include the created mathematical model of a pressure reducing controlled valve of indirect action and the results of the analysis of its dynamic properties.