Generating Schedule in Linear Additive Neighborhood Model

The neighborhood structure is a directed graph whose vertices correspond to state variables, input (control) variables and output variables of the simulated process. The neighborhood control system is a system associated according to certain rules with this directed graph. In this article, we propose a dynamic neighborhood model for additive-sequential processing of a sequence of related objects on a conveyor. An algorithm for controlling the on/off modes of additive processing devices depending on random input and processes within the sequence of objects is proposed. In the description of the algorithm we use Euler coordinates in which the base of the conveyor is motionless and the processed sequence of objects moves. The purpose of the control is to approximate some predefined profile of the properties at the exit of the conveyor.