Drying is the main method of preparing agricultural materials for storage. Today, there are a variety of drying plants in the world that use solar radiation energy to heat a drying agent or drying material. But most designs of solar dryers are adapted to work in stationary conditions, special rooms. Reducing energy consumption for drying grain materials is an urgent problem, which is solved in two main ways - technical modernization of existing drying equipment and development of new energy-saving methods and modes of drying agricultural materials and their implementation on existing and upgraded facilities. Both the first and second way of solving the problem of energy saving is based on a mathematical description of the processes of heat and mass transfer.The mathematical model of thermal modes of the drying unit is a set of interconnected models of its individual elements with external kinematic parameters (atmospheric air temperature, intensity of solar radiation, etc.). The model of a single element of the system is a system of differential equations in differential form, limit and initial conditions, which reflect the basic physical dependences of the studied processes.The aim of the research was to formulate a mathematical model based on the theory of heat and mass transfer to determine the dynamics of the development of interconnected nonstationary fields of temperature and moisture content of the material and the drying agent - air.Numerical implementation of the proposed mathematical models in a standard mathematical package allows to analyze the performance of equipment, in particular film solar collectors, for convective drying of dispersed agricultural materials in the layer depending on the parameters of the feed material, solar radiation intensity or (and) heat generator capacity atmospheric air.
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