scholarly journals Simulation of Multi-Stage Manufacturing Systems to Evaluate Different Tool-Changing Policies

1991 ◽  
Vol 3 (2) ◽  
pp. 203-215
Author(s):  
Savsar Mehmet ◽  
Kilic Sadik Engin
2020 ◽  
Vol 10 (18) ◽  
pp. 6606
Author(s):  
Sergio Benavent Nácher ◽  
Pedro Rosado Castellano ◽  
Fernando Romero Subirón ◽  
José V. Abellán-Nebot

Nowadays, the new era of industry 4.0 is forcing manufacturers to develop models and methods for managing the geometric variation of a final product in complex manufacturing environments, such as multistage manufacturing systems. The stream of variation model has been successfully applied to manage product geometric variation in these systems, but there is a lack of research studying its application together with the material and order flow in the system. In this work, which is focused on the production quality paradigm in a model-based system engineering context, a digital prototype is proposed to integrate productivity and part quality based on the stream of variation analysis in multistage assembly systems. The prototype was modelled and simulated with OpenModelica tool exploiting the Modelica language capabilities for multidomain simulations and its synergy with SysML. A case study is presented to validate the potential applicability of the approach. The proposed model and the results show a promising potential for future developments aligned with the production quality paradigm.


Author(s):  
Xi Gu ◽  
Xiaoning Jin ◽  
Jun Ni

Unexpected disruptive events always interrupt normal production condition and cause production losses in the manufacturing system. A resilient system is capable of settling itself to the steady-state quickly after the disruption, and compensating for the lost production by using a relatively little overtime. In this paper, we define throughput settling time (TST) and overtime to recover (OTTR) as two resilience measures to analyze multi-stage serial-parallel systems with unreliable machines and finite intermediate buffers. We perform an exact analysis for a two-stage system and develop an approximation method for general multi-stage systems. Numerical case studies are conducted to investigate the system resilience under different configurations.


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