TR2026-061

Sequential Model Calibration of Vapor Compression Cycles using Approximate Bayesian Computation


    •  Zinage, S., Dixit, V., Chakrabarty, A., Qiao, H., Laughman, C.R., Bilionis, I., Deshpande, V.M., "Sequential Model Calibration of Vapor Compression Cycles using Approximate Bayesian Computation", American Control Conference (ACC), May 2026.
      BibTeX TR2026-061 PDF
      • @inproceedings{Zinage2026may,
      • author = {Zinage, Shrenik and Dixit, Vaibhav and Chakrabarty, Ankush and Qiao, Hongtao and Laughman, Christopher R. and Bilionis, Ilias and Deshpande, Vedang M.},
      • title = {{Sequential Model Calibration of Vapor Compression Cycles using Approximate Bayesian Computation}},
      • booktitle = {American Control Conference (ACC)},
      • year = 2026,
      • month = may,
      • url = {https://www.merl.com/publications/TR2026-061}
      • }
  • MERL Contacts:
  • Research Areas:

    Control, Multi-Physical Modeling, Optimization

Abstract:

Physics-based simulation models are essential for the development of vapor compression cycles (VCCs), the core technology behind most modern refrigeration and air conditioning systems. These models enable robust control, monitoring, fault detection and diagnostics, and digital twin technologies. However, nonlinear dynamics, high-dimensional parameter and state spaces, numerical stiffness, and the limited integration of conventional modeling environments with scientific machine learning workflows create significant challenges for efficient, transferable, and automated calibration. Existing approaches typically rely on deterministic methods and lack mechanisms for principled knowledge transfer across calibration tasks, while also failing to quantify epistemic and aleatoric uncertainty. To address these limitations, we propose a Bayesian calibration framework for VCC systems that explicitly quantifies various sources of uncertainty in model predictions. The framework supports transferability across datasets by sequentially up- dating informative priors from previously inferred posteriors. We implement and evaluate this approach on a commercially available high-fidelity Julia based dynamic VCC model, demonstrating its ability to successfully estimate key system parameters.