Revista: | Journal of applied research and technology |
Base de datos: | PERIÓDICA |
Número de sistema: | 000377646 |
ISSN: | 1665-6423 |
Autores: | Chiu, Y-S. P1 Chen, K-K2 Cheng, F-T3 Ting, C-K1 |
Instituciones: | 1Chaoyang University of Technology, Department of Industrial Engineering and Management, Taichung. Taiwán 2Changhua University of Education, College of Management National, Changhua. Taiwán 3Feng Chia University, Department of Industrial Engineering & Systems Management, Taichung. Taiwán |
Año: | 2013 |
Periodo: | Jun |
Volumen: | 11 |
Número: | 3 |
Paginación: | 317-323 |
País: | México |
Idioma: | Inglés |
Tipo de documento: | Artículo |
Enfoque: | Experimental, aplicado |
Resumen en inglés | A conventional approach for solving an economic production quantity (EPQ) model with multi-delivery policy and quality assurance is to use mathematical modeling for deriving the system cost function and to employ differential calculus for proving convexity of the cost function before determining the optimal operating policy. This paper presents a simplified solution procedure to reexamine a specific EPQ model [1] and demonstrates that both, the optimal manufacturing lot size and the long-run cost function can be derived without derivatives. The proposed approach may enable practitioners-with little knowledge of calculus-to understand such a real life vendor-buyer integrated system with ease |
Disciplinas: | Ingeniería |
Palabras clave: | Ingeniería industrial, Procesos de manufactura, Tamaño de lote, Función de costo, Modelos matemáticos |
Keyword: | Engineering, Industrial engineering, Manufacturing processes, Lot size, Cost function, Mathematical models |
Texto completo: | Texto completo (Ver HTML) |