Abstract
The study is devoted to the development of an algorithm for the optimal management of the volumes of orders for various building structures and their stock in the warehouse of a construction site. The state of the warehouse is described by a first-order differential equation, the functional is compiled using Prof. Letov's method of analytical construction of optimal regulators (ACOR), the solution is carried out by the Euler-Lagrange method. Based on previous studies of the optimal number of links in the construction team, the optimal dependences of the volumes of orders and stocks on the time of installation of the panel building have been obtained. As a result, it was found that all the dependencies show a monotonous tendency to zero as they approach the end of installation, increasing the intensity of installation increases the volume of orders and reduces the concavity of the stock schedule, increasing the contribution of order quantities in the functional increases both of these parameters.
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