Inverse modeling methods for indoor airborne pollutant tracking: literature review and fundamentals.
Reduction in indoor environment quality calls for effective control and improvement measures. Accurate and prompt identification of contaminant sources ensures that they can be quickly removed and contaminated spaces isolated and cleaned. This paper discusses the use of inverse modeling to identify potential indoor pollutant sources with limited pollutant sensor data. The study reviews various inverse modeling methods for advection-dispersion problems and summarizes the methods into three major categories: forward, backward, and probability inverse modeling methods. The adjoint probability inverse modeling method is indicated as an appropriate model for indoor air pollutant tracking because it can quickly find source location, strength and release time without prior information. The paper introduces the principles of the adjoint probability method and establishes the corresponding adjoint equations for both multi-zone airflow models and computational fluid dynamics (CFD) models. The study proposes a two-stage inverse modeling approach integrating both multi-zone and CFD models, which can provide a rapid estimate of indoor pollution status and history for a whole building. Preliminary case study results indicate that the adjoint probability method is feasible for indoor pollutant inverse modeling.


CONCLUSIONS
The proposed method can help identify contaminant source characteristics (location and release time) with limited sensor outputs. This will ensure an effective and prompt execution of building management strategies and thus achieve a healthy and safe indoor environment. The method can also help design optimal sensor networks.
Department of Civil, Environmental and Architectural Engineering, University of Colorado, Boulder, CO 80309-0428, USA.
X
X
Liu
Z
Z
Zhai
D000392:Air Movements; D000393:Air Pollutants; D016902:Air Pollution, Indoor; D003198:Computer Simulation; D004781:Environmental Exposure; D006801:Humans; D008962:Models, Theoretical
D000393:Air Pollutants