Using Predictive Modeling to Predict Failures in Supply Chain

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Target Objective

  • Implementing manufacturing traceability solutions would allow firms to improve data accuracy, reduce human error, increase customer service levels, and save money in lost revenues, recall costs, litigation and fines.
  • It would also allow firms to prevent quality issues before they occur.
  • Our focus in this study will be on process control, specifically on predicting failures within processes.

Project Detail

  • We would like to provide a Markov Decision Process based framework for increasing process reliability and identifying replacement times for components and products before failures.
  • To illustrate, we aim to implement our model on the We Energies data set related to identifying failing meters in an electrical distribution system.
  • To achieve our goals, we will utilize prescriptive, predictive, and descriptive analytics.

Target Outcomes

  • Increase equipment and process reliability with prescriptive maintenance;
  • Minimize the total operational cost for the company given the set of constraints to be satisfied;
  • Provide dynamic and optimal recommendations and develop a decision support system that can achieve “what-if” analysis.
  • Build a system that allows real time remote monitoring, asset location and status.
  • Publish research papers in top operations management journals and develop whitepapers.

Project Team

Kaan Kuzu (Primary Investigator), Associate Professor, Supply Chain, Operations Management & Business Statistics

Primary Investigator Biography

Kaan Kuzu

Kaan Kuzu

Associate Professor, Supply Chain, Operations Management & Business Statistics
Dean’s Research Fellow

Education
PhD, Supply Chain Management & Operations Research, The Pennsylvania State University
MBA, Supply Chain Management & Corporate Finance, The Pennsylvania State University
BSc, Industrial Engineering, Bogazici University, Turkey

Areas of Expertise
Dr. Kuzu’s areas of expertise include stochastic and simulation modeling of queuing systems, modeling customer behavior in queues, stochastic and simulation modeling of healthcare operations and supply chain management.

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