Affiliation:
1. Kielce University of Technology , Poland
2. Lviv Polytechnic National University , Ukraine
Abstract
Abstract
The research aims to characterise the optimisation of a technological process depending on the main time parameters for production. The optimisation does not require to correct technical parameters of a system, but rather the organisational and managerial factors of the technological process. The workload is taken as an evaluation criterion, which factors in the probability distribution of time characteristics of computer process operations. Time characteristics that represent the performance of an operation influence the workloads of an operator and equipment, determining the productivity of the technological process. Analytical models were developed for the operational control of a production line efficiency considering the probability–statistical parameters pertaining to the performance of operations and technological equipment peculiarities. The article presents research results, which characterise the dependence of a production line efficiency on the type of equipment, and the duration of preparatory and final operations considering their probability. Under an optimal workload of the operator, the duration of the complete program changes linearly, regardless of the time required for the performance of operations by a computer without the involvement of the operator, and depending on the type of equipment. A managerial decision can be optimal under the condition that the factor of technological process efficiency (K_TP) tends to max. The developed method of analytical determination can be used to calculate the workload of both an operator and technological equipment. The calculations of the duration of a production line operation resulted in the methodology for the consideration of probability characteristics pertaining to the time distribution of the period required to perform operations, which influences the unequal efficiency of the production line. The probabilistic character of time distribution related to intervals of performed operations serves as a parameter in the management of technological process optimisation, which can be achieved using simulators of technological processes optimised in terms of their efficiency.
Subject
Management of Technology and Innovation,Industrial and Manufacturing Engineering,Strategy and Management,Management Information Systems
Reference21 articles.
1. Åkesson, J. (2008). Optimica - An Extension of Modelica Supporting Dynamic Optimization. Paper presented at 6th International Modelica Conference, Bielefeld, Germany, 57–66. Retrieved from https://portal.research.lu.se/portal/files/6062979/8253707.pdf
2. Al-Ahmari, A., Abidi, M., Ahmad, A., & Darmoul, S. (2016). Development of a virtual manufacturing assembly simulation system. Advances in Mechanical Engineering, 8(3), 1–13. doi: 10.1177/1687814016639824.
3. Briesemeister, R., & Novaes, À. (2017). Comparing an approximate queuing approach with simulation for the solution of a cross-docking problem. Journal of Applied Mathematics, 6, 1–11. doi: 10.1155/2017/4987127
4. Bronstein, I. N., & Semendiaiev, K. A. (1986). Guide on mathematics for engineers and students of higher education establishments. Moscow, Russia: Nauka.
5. Dmytriv, V., Dmytriv, I., Lavryk, Y., & Horodeckyy, I. (2018). Models of adaptation of the milking machines systems. Contemporary Research Trends in Agricultural Engineering. BIO Web of Conferences, 10, 02004. doi:10.1051/bioconf/20181002004