Maestría en Matemática Aplicada
Permanent URI for this collectionhttp://repositorio.uta.edu.ec/handle/123456789/32203
Browse
1 results
Search Results
Item Modelo Matemático para la programación de la producción de Eva Foamy en el área de acabados de la Empresa Plasticaucho(Universidad Técnica de Ambato. Facultad de Ingeniería en Sistemas, Electrónica e Industrial. Maestría en Matemática Aplicada, 2021-06) Castro Mayorga, Maritza Elizabeth; Reinoso Astudillo, Cristina IsabelEXECUTIVE SUMMARY Given the internationalization of the world economy and the growing need for organizations to compete in global markets, it is necessary for production scheduling to be supported by mathematical models that allow for more objective when deciding what, how and when to produce. Manufacturing companies have traditionally focused their management on quality, efficiency and productivity; currently it is necessary that the manufacturing processes also offer differentiation in the product and service perceived by the client: reliability and flexibility in delivery times and batch sizes; however, the purpose of any business, which is to generate profitability, should not be lost sight of. Globalization fosters greater dynamism and competitiveness in the markets, this leads industries to generate strategic plans in all their areas, especially in manufacturing to optimize resources; The management of resources are directly related to the planning and programming department since they are the link between the sales department and the production plant, therefore it is essential that planning is involved in the projects that production raises to optimize the resources. In the finishing process that is carried out in the Plasticaucho Industrial Plant of Various Industries, the production scheduling is carried out according to the order entry without considering the costs and benefits, for this reason the study was carried out and the inclusion of a mathematical model in production scheduling. The first step consisted of identifying the products that are manufactured in the finishing area, subsequently the production costs, costs of maintaining inventories, profit per product, standards, inventories of finished products were documented, then the restrictions of non-negativity and process to finally develop the mathematical model that will allow to program production based on costs to obtain the highest profitability in the production line.