Date: Wed. Oct. 17
Time: 1:00 pm
Place: Dunstan Hall Rm. 202
Dr. Ronald G. Askin
Department of Industrial Engineering
Arizona State University
Ronald G. Askin is a Professor and Department Chair of Industrial Engineering at Arizona State University. Dr. Askin received a BS in Industrial Engineering from Lehigh University, an MS in Operations Research from Georgia Institute of Technology, and a Ph.D. in Industrial & Systems Engineering from Georgia Institute of Technology. Prior to joining Arizona State University, he served on the faculties of the University of Iowa, and the University of Arizona. He has also been a visiting professor at North Carolina State University. Dr. Askin is a Fellow of the Institute of Industrial Engineers (IIE), and an active member of the Institute for Operations Research and Management Science (INFORMS) and the Society of Manufacturing Engineers (SME). He has previously served as President of the INFORMS Manufacturing and Service Operations Management society (MSOM), Chair of the Operation Research Society of America's Technical Section on Manufacturing Management, and President of the Statistics Division of the American Society for Quality. He currently serves on the Journals Committee of SME and as Pasti Chair of the Association of Chairs of Operations Research Departments (ACORD). He has been editor of the IIE Transactions on Design and Manufacturing and also served on the editorial boards of the Journal of Manufacturing Systems and IIE Solutions. He has authored or co-authored over 80 professional publications, primarily on the application of operations research and statistical methods to the design and analysis of production systems. His current research concentrates on developing integrated models for operational planning including facilities design, production planning, scheduling, material flow, and quality assurance. Other research interests include project management, team formation, and human decision making. Dr. Askin co-authored the texts Modeling and Analysis of Manufacturing Systems (1993) and Design and Analysis of Lean Production Systems (2002), both of which received the IIE Joint Publishers Book of the Year Award (1994 and 2003, respectively). Other awards he has received include the IIE Transactions on Design and Manufacturing Best Paper Award (twice as co-author), the Shingo Award for Excellence in Manufacturing Research, IIE Transactions Development and Applications Award (co-author), the ASEE/IIE Eugene L. Grant Award (co-author), and the National Science Foundation Presidential Young Investigator Award. Dr. Askin has consulted with a variety of manufacturing and service industry companies in the areas of scheduling, facilities planning, inventory control, quality improvement, and performance evaluation.
Integrating Worker and Team Considerations into Manufacturing Cell Formatio
In recent years, the traditional reductionist approach to scientific management
has been replaced by an emphasis on flexibility and recognition of the importance
of including human considerations and entity interactions when modeling systems.
In this talk, we examine several issues related to the formation and operation
of autonomous teams for manufacturing cells wherein workers must cooperate to
complete a set of tasks. We begin with a model for the partitioning of workers
into effective teams based on individual skill and behavioral profiles. Descriptive
measures are integrated into a mathematical model to determine which individuals
should be grouped together and which tasks should be assigned to each individual.
Empirical testing shows that the model successfully predicts team performance
and good solutions can be obtained with reasonable computational effort. We then
discuss the operational issue of dynamic cooperation among workers for completing
serial tasks. Recent literature demonstrates that relatively low levels of cross-training
often provides sufficient flexibility to enhance productivity and reduce average
flow times. We develop rules for operators to make real-time decisions concerning
the sharing of tasks in a serial production line. The rules which require limited
cross-training and information, are implemented using a push control mechanism.
The rules are shown to provide nearly optimal results for a two-stage line. Simple
to implement extensions for longer lines are shown to also perform well.