Performance Modeling and Analysis of Manufacturing Systems Detailed Syllabus for CAD\/CAM\u00a0 M.Tech first year first sem is covered here. This gives the details about credits, number of hours and other details along with reference books for the course.<\/p>\n
The detailed syllabus for Performance Modeling and Analysis of Manufacturing Systems M.Tech 2017-2018 (R17) first year first sem is as follows.<\/p>\n
M.Tech. I Year I Sem.<\/p>\n
UNIT I: Manufacturing Systems & Control:<\/strong> Automated Manufacturing Systems \u2013 Modeling \u2013 Role of performance modeling \u2013 simulation models-Analytical models. Product cycle \u2013 Manufacturing automation \u2013 Economics of scale and scope \u2013 input\/output model \u2013 plant configurations. Performance measures \u2013 Manufacturing lead time \u2013 Work in process \u2013 Machine utilization \u2013 Throughput \u2013 Capacity \u2013 Flexibility \u2013 Performability \u2013 Quality Control Systems \u2013 Control system architecture \u2013 Factory communications \u2013 Local area network interconnections \u2013 Manufacturing automation protocol \u2013 Database management system.<\/p>\n UNIT II: Manufacturing Processes:<\/strong> Examples of stochastics processes \u2013 Poisson process – Discrete time\u00a0 Markov chain models \u2013 Definition and notation \u2013 Sojourn times in states \u2013 Examples of DTMCs in manufacturing \u2013 Chapman \u2013 Kolmogorov equation \u2013 Steady-state analysis. Continuous Time Markov Chain Models \u2013 Definitions and notation \u2013 Sojourn times in states \u2013 examples of CTMCs in manufacturing \u2013 Equations for CTMC evolution \u2013 Markov model of a transfer line.Birth and Death Processes in Manufacturing \u2013 Steady state analysis of BD Processes \u2013 Typical BD processes in manufacturing.<\/p>\n UNIT III: Queuing Model:<\/strong> Notation for queues \u2013 Examples of queues in manufacturing systems \u2013 Performance measures \u2013 Little\u2019s result \u2013 Steady state analysis of M\/M\/m queue, queues with general distributions and queues with breakdowns \u2013 Analysis of a flexible machine center.<\/p>\n UNIT IV: Queuing Networks:<\/strong> Examples of QN models in manufacturing \u2013 Little\u2019s law in queuing networks \u2013 Tandem queue \u2013 An open queuing network with feedback \u2013 An open central server model for FMS \u2013 Closed transfer line \u2013 Closed server model \u2013 Garden Newell networks.<\/p>\n UNIT V: Petrinets:<\/strong> Classical Petri Nets \u2013 Definitions \u2013 Transition firing and reachability \u2013 Representational power \u2013 properties \u2013 Manufacturing models. Stochastic Petri Nets \u2013 Exponential timed Petri Nets \u2013 Generalized Stochastic Petri Nets \u2013 modeling of KANBAN systems \u2013 Manufacturing models.<\/p>\n REFERENCES:<\/strong><\/p>\n\n