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Research Article

Transient particle transport prediction based on lattice Boltzmann method-based large eddy simulation and Markov chain model

Mengqiang Hu1,2,3Zongxing Zhang1,2Meng Liu3,4,5( )
Systems Engineering Institute, Academy of Military Sciences, China
National Bio-Protection Engineering Center of China, Tianjin 300161, China
School of Civil Engineering, Chongqing University, Chongqing 400044, China
Joint International Research Laboratory of Green Buildings and Built Environments (Ministry of Education), Chongqing University, Chongqing 400044, China
National Centre for International Research of Low-carbon and Green Buildings, Chongqing University, Chongqing 400044, China
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Abstract

Fast and accurate prediction of particle transport is essential for the determination of as-needed mitigation strategies to improve indoor air quality. Several methods have been proposed to achieve this goal. However, they mainly based on the Reynolds-averaged Navier-Stokes (RANS) approach, which may affect the accuracy of particle calculations. Considering the lattice Boltzmann method (LBM) can execute high-speed large eddy simulation (LES) while Markov chain model performs well for particle calculations. This study proposed an LBM-LES-Markov-chain framework for indoor transient particle transport simulation. The performance of the proposed framework was investigated in a two-zone ventilated chamber, and compared to the CFD-LES based models. Results show that the proposed framework is as accurate as but faster than the CFD-LES based models. The mean normalized root-mean-square deviations of the proposed model is 12%, similar to the CFD-LES-Lagrangian (15%) and CFD-LES-Eulerian (13%) models. The computing time of the proposed model is 5.66 h, shorter than the CFD-LES-Lagrangian (153 h) and CFD-LES-Eulerian (15.03 h) models. Furthermore, we further compared the framework with CFD-RNG based Markov chain model, CFD-RANS based models, and FFD-Markov-chain model and found that it is an alternative for the fast prediction of indoor particle concentration.

References

 

Akbari V, Salmanzadeh M (2019). Numerical evaluation of the effect of air distribution system and location on performance of a portable air cleaner. Science and Technology for the Built Environment, 25: 34–45.

 
Bailey P, Myre J, Walsh SDC, et al. (2009). Accelerating lattice Boltzmann fluid flow simulations using graphics processors. In: Proceedings of 2009 International Conference on Parallel Processing, Vienna, Austria.
 

Bauer M, Eibl S, Godenschwager C, et al. (2021). waLBerla: a block-structured high-performance framework for multiphysics simulations. Computers & Mathematics with Applications, 81: 478–501.

 

Blocken B (2018). LES over RANS in building simulation for outdoor and indoor applications: A foregone conclusion? Building Simulation, 11: 821–870.

 

Cao S-J, Meyers J (2012). On the construction and use of linear low-dimensional ventilation models. Indoor Air, 22: 427–441.

 

Cao S-J (2019). Challenges of using CFD simulation for the design and online control of ventilation systems. Indoor and Built Environment, 28: 3–6.

 
Chapman S, Cowling TG (1990). The Mathematical Theory of Non-Uniform Gases: An Account of the Kinetic Theory of Viscosity, Thermal Conduction and Diffusion in Gases, 3rd edn. Cambridge, UK: Cambridge University Press.
 

Chen X-P (2012). Applications of lattice Boltzmann method to turbulent flow around two-dimensional airfoil. Engineering Applications of Computational Fluid Mechanics, 6: 572–580.

 

Chen C, Lin C-H, Long Z, et al. (2014). Predicting transient particle transport in enclosed environments with the combined computational fluid dynamics and Markov chain method. Indoor Air, 24: 81–92.

 

Chen C, Liu W, Lin C-H, et al. (2015a). Comparing the Markov chain model with the Eulerian and Lagrangian models for indoor transient particle transport simulations. Aerosol Science and Technology, 49: 857–871.

 

Chen C, Liu W, Lin C-H, et al. (2015b). A Markov chain model for predicting transient particle transport in enclosed environments. Building and Environment, 90: 30–36.

 

Chen C, Liu W, Lin C-H, et al. (2015c). Accelerating the Lagrangian method for modeling transient particle transport in indoor environments. Aerosol Science and Technology, 49: 351–361.

 

Cheng X, Su R, Shen X, et al. (2020). Modeling of indoor airflow around thermal manikins by multiple-relaxation-time lattice Boltzmann method with LES approaches. Numerical Heat Transfer, Part A: Applications, 77: 215–231.

 

Crouse B, Krafczyk M, Kühner S, et al. (2002). Indoor air flow analysis based on lattice Boltzmann methods. Energy and Buildings, 34: 941–949.

 

Delbosc N, Summers J-L, Khan A-I, et al. (2014). Optimized implementation of the Lattice Boltzmann Method on a graphics processing unit towards real-time fluid simulation. Computers & Mathematics with Applications, 67: 462–475.

 

Ding L, Lai ACK (2013). An efficient lattice Boltzmann model for indoor airflow and particle transport. Journal of Aerosol Science, 63: 10–24.

 
Ducros F, Franck N, Poinsot T (1998). Wall-adapting local eddy-viscosity models for simulations in complex geometries. In: Proceedings of the 6th ICFD Conference on Numerical Methods for Fluid Dynamics.
 

Elhadidi B, Khalifa HE (2013). Comparison of coarse grid lattice Boltzmann and Navier Stokes for real time flow simulations in rooms. Building Simulation, 6: 183–194.

 

Feng Z, Yu CW, Cao S-J (2019). Fast prediction for indoor environment: Models assessment. Indoor and Built Environment, 28: 727–730.

 

Fontanini AD, Vaidya U, Ganapathysubramanian B (2015). Constructing Markov matrices for real-time transient contaminant transport analysis for indoor environments. Building and Environment, 94: 68–81.

 

Gaedtke M, Wachter S, Rädle M, et al. (2018). Application of a lattice Boltzmann method combined with a Smagorinsky turbulence model to spatially resolved heat flux inside a refrigerated vehicle. Computers & Mathematics with Applications, 76: 2315–2329.

 

González-Martín J, Kraakman NJR, Pérez C, et al. (2021). A state-of-the-art review on indoor air pollution and strategies for indoor air pollution control. Chemosphere, 262: 128376.

 

Guieysse B, Hort C, Platel V, et al. (2008). Biological treatment of indoor air for VOC removal: Potential and challenges. Biotechnology Advances, 26: 398–410.

 

Guo Z, Zheng C, Shi B (2002). Discrete lattice effects on the forcing term in the lattice Boltzmann method. Physical Review E, 65: 046308.

 

Han M, Ooka R, Kikumoto H (2019). Lattice Boltzmann method-based large-eddy simulation of indoor isothermal airflow. International Journal of Heat and Mass Transfer, 130: 700–709.

 

Han M, Ooka R, Kikumoto H (2021a). Effects of wall function model in lattice Boltzmann method-based large-eddy simulation on built environment flows. Building and Environment, 195: 107764.

 

Han M, Ooka R, Kikumoto H (2021b). A wall function approach in lattice Boltzmann method: algorithm and validation using turbulent channel flow. Fluid Dynamics Research, 53: 045506.

 

Haussmann M, Ries F, Jeppener-Haltenhoff JB, et al. (2020). Evaluation of a near-wall-modeled large eddy lattice Boltzmann method for the analysis of complex flows relevant to IC engines. Computation, 8: 43.

 

Hou S, Sterling J, Chen S, et al. (1996). A lattice Boltzmann subgrid model for high Reynolds number flows. Fields Institute Communications, 6: 151-166.

 

Hu M, Liu W, Xue K, et al. (2022). Comparing calculation methods of state transfer matrix in Markov chain models for indoor contaminant transport. Building and Environment, 207: 108515.

 

Huang W, Chen C (2022). An improved Markov chain model with modified turbulence diffusion for predicting indoor particle transport. Building and Environment, 209: 108682.

 

Jahanshaloo L, Pouryazdanpanah E, Che Sidik NA (2013). A review on the application of the lattice Boltzmann method for turbulent flow simulation. Numerical Heat Transfer, Part A: Applications, 64: 938–953.

 

Khan MAI, Delbosc N, Noakes CJ, et al. (2015). Real-time flow simulation of indoor environments using lattice Boltzmann method. Building Simulation, 8: 405–414.

 

King M-F, Khan A, Delbosc N, et al. (2017). Modelling urban airflow and natural ventilation using a GPU-based lattice-Boltzmann method. Building and Environment, 125: 273–284.

 

Klein M, Sadiki A, Janicka J (2003). A digital filter based generation of inflow data for spatially developing direct numerical or large eddy simulations. Journal of Computational Physics, 186: 652–665.

 
Krause MJ (2007). OpenLB—Open source lattice Boltzmann code. Available at https://www.openlb.net. Accessed 22 Aug 2021.
 

Krause MJ, Gengenbach T, Mayer R, et al. (2011). How to breathe life into CT-Data. Computer Aided Medical Engineering, 2011(4): 29–33

 
Krüger T, Kusumaatmaja H, Kuzmin A, et al. (2017). The Lattice Boltzmann Method: Principles and Practice. Cham, Switzerland: Springer International Publishing.
 

Lagrava D, Malaspinas O, Latt J, et al. (2012). Advances in multi-domain lattice Boltzmann grid refinement. Journal of Computational Physics, 231: 4808–4822.

 

Latt J, Chopard B, Malaspinas O, et al. (2008). Straight velocity boundaries in the lattice Boltzmann method. Physical Review E, 77: 056703.

 

Latt J, Malaspinas O, Kontaxakis D, et al. (2021). Palabos: parallel lattice Boltzmann solver. Computers & Mathematics with Applications, 81: 334–350.

 

Lelieveld J, Evans JS, Fnais M, et al. (2015). The contribution of outdoor air pollution sources to premature mortality on a global scale. Nature, 525: 367–371.

 

Lenz S, Schönherr M, Geier M, et al. (2019). Towards real-time simulation of turbulent air flow over a resolved urban canopy using the cumulant lattice Boltzmann method on a GPGPU. Journal of Wind Engineering and Industrial Aerodynamics, 189: 151–162.

 

Li X, Zhao B (2004). Accessibility: A new concept to evaluate ventilation performance in a finite period of time. Indoor and Built Environment, 13: 287–293.

 

Liu W, Jin M, Chen C, et al. (2016). Implementation of a fast fluid dynamics model in OpenFOAM for simulating indoor airflow. Numerical Heat Transfer, Part A: Applications, 69: 748–762.

 

Liu W, Chen C (2019). Integration of fast fluid dynamics and Markov chain model for predicting transient particle transport in buildings. E3S Web of Conferences, 111: 04030.

 

Liu W, You R, Chen C (2019). Modeling transient particle transport by fast fluid dynamics with the Markov chain method. Building Simulation, 12: 881–889.

 

Liu W, van Hooff T, An Y, et al. (2020). Modeling transient particle transport in transient indoor airflow by fast fluid dynamics with the Markov chain method. Building and Environment, 186: 107323.

 

Liu Y, Long Z, Liu W (2022). A semi-empirical mesh strategy for CFD simulation of indoor airflow. Indoor and Built Environment, 31: 2240–2256.

 

Lu W, Howarth AT, Adam N, et al. (1996). Modelling and measurement of airflow and aerosol particle distribution in a ventilated two-zone chamber. Building and Environment, 31: 417–423.

 

Martínez DO, Matthaeus WH, Chen S, et al. (1994). Comparison of spectral method and lattice Boltzmann simulations of two-dimensional hydrodynamics. Physics of Fluids, 6: 1285–1298.

 

Mei X, Gong G (2018). Predicting airborne particle deposition by a modified Markov chain model for fast estimation of potential contaminant spread. Atmospheric Environment, 185: 137–146.

 

Mei X, Gong G (2019). Characterizing transport and deposition of particulate pollutants in a two-zone chamber using a Markov chain model combined with computational fluid dynamics. Applied Mathematical Modelling, 72: 650–662.

 

Mei X, Gong G, Peng P, et al. (2019). Predicting thermophoresis induced particle deposition by using a modified Markov chain model. International Journal of Thermal Sciences, 136: 44–51.

 

Mei X, Gong G, Xu C, et al. (2022a). Predicting indoor deposited particle resuspension with a new probabilistic model based on Markov chain and turbulent burst. Aerosol Science and Technology, 56: 205–222.

 

Mei X, Zeng C, Gong G (2022b). Predicting indoor particle dispersion under dynamic ventilation modes with high-order Markov chain model. Building Simulation, 15: 1243–1258.

 

Mirzaee H, Henn T, Krause MJ, et al. (2017). MRI-based computational hemodynamics in patients with aortic coarctation using the lattice Boltzmann methods: clinical validation study. Journal of Magnetic Resonance Imaging, 45: 139–146.

 

Murakami S, Kato S, Nagano S, et al. (1992). Diffusion characteristics of airborne particles with gravitational settling in a convection-dominant indoor flow field. ASHRAE Transactions, 98(1): 82–97.

 
Nardari C, Casalino D, Polidoro F, et al. (2019). Numerical and experimental investigation of flow confinement effects on UAV Rotor Noise. In: Proceedings of 25th AIAA/CEAS Aeroacoustics Conference, Delft, The Netherlands.
 
Nelson WC, Ott WR, Robinson JP (1994). National Human Activity Pattern Survey (NHAPS): Use of nationwide activity data for human exposure assessment. Maryland University.
 

Nicas M (2000). Markov modeling of contaminant concentrations in indoor air. AIHAJ, 61: 484–491.

 

Nielsen PV (2015). Fifty years of CFD for room air distribution. Building and Environment, 91: 78–90.

 
Onodera N, Idomura Y (2018). Acceleration of wind simulation using locally mesh-refined lattice Boltzmann method on GPU-Rich supercomputers. In: Proceedings of Asian Conference on Supercomputing Frontiers.
 

Pei J, Dong C, Liu J (2019). Operating behavior and corresponding performance of portable air cleaners in residential buildings, China. Building and Environment, 147: 473–481.

 

Qian YH, D’Humières D, Lallemand P (1992). Lattice BGK models for Navier-stokes Equation. Europhysics Letters (EPL), 17: 479–484.

 

Reider MB, Sterling JD (1995). Accuracy of discrete-velocity BGK models for the simulation of the incompressible Navier-Stokes equations. Computers & Fluids, 24: 459–467.

 

Ren J, Cao S-J (2019). Incorporating online monitoring data into fast prediction models towards the development of artificial intelligent ventilation systems. Sustainable Cities and Society, 47: 101498.

 

Ren C, Cao S-J (2020). Implementation and visualization of artificial intelligent ventilation control system using fast prediction models and limited monitoring data. Sustainable Cities and Society, 52: 101860.

 

Sajjadi H, Salmanzadeh M, Ahmadi G, et al. (2016). Simulations of indoor airflow and particle dispersion and deposition by the lattice Boltzmann method using LES and RANS approaches. Building and Environment, 102: 1–12.

 

Sajjadi H, Salmanzadeh M, Ahmadi G, et al. (2017). Turbulent indoor airflow simulation using hybrid LES/RANS model utilizing Lattice Boltzmann method. Computers & Fluids, 150: 66–73.

 
Sarigiannis DA (2013). Combined or multiple exposure to health stressors in indoor built environments. WHO Regional Office for Europe, Bonn, Germany.
 

Shu C, Peng Y, Zhou CF, et al. (2006). Application of Taylor series expansion and Least-squares-based lattice Boltzmann method to simulate turbulent flows. Journal of Turbulence, 7: N38.

 

Siodlaczek M, Gaedtke M, Simonis S, et al. (2021). Numerical evaluation of thermal comfort using a large eddy lattice Boltzmann method. Building and Environment, 192: 107618.

 

Smagorinsky J (1963). General circulation experiments with the primitive equations. Monthly Weather Review, 91: 99–164.

 

Succi S, Amati G, Benzi R (1995). Challenges in lattice Boltzmann computing. Journal of Statistical Physics, 81: 5–16.

 

Succi S (2001). The Lattice Boltzmann Equation: For Fluid Dynamics and Beyond. Oxford: Clarendon Press.

 

Tham KW (2016). Indoor air quality and its effects on humans—A review of challenges and developments in the last 30 years. Energy and Buildings, 130: 637–650.

 

Wang M, Lin C-H, Chen Q (2012). Advanced turbulence models for predicting particle transport in enclosed environments. Building and Environment, 47: 40–49.

 

Wang J, Huo Q, Zhang T, et al. (2021). Performance evaluation for a coupled push–pull ventilation and air curtain system to restrict pollutant dispersion in a factory building. Journal of Building Engineering, 43: 103164.

 

Wargocki P, Wyon DP, Baik YK, et al. (1999). Perceived air quality, sick building syndrome (SBS) symptoms and productivity in an office with two different pollution loads. Indoor Air, 9: 165–179.

 

Xu A, Shi L, Zhao TS (2017). Accelerated lattice Boltzmann simulation using GPU and OpenACC with data management. International Journal of Heat and Mass Transfer, 109: 577–588.

 
Xu Z, Puente R, Stapelfeldt S (2021). Validation of three-dimensional grid refinement for lattice Boltzmann methods. In: Proceedings of AIAA Scitech 2021 Forum.
 

Zhang Z, Chen Q (2007). Comparison of the Eulerian and Lagrangian methods for predicting particle transport in enclosed spaces. Atmospheric Environment, 41: 5236–5248.

 

Zhang T, Wang S, Sun G, et al. (2010). Flow impact of an air conditioner to portable air cleaning. Building and Environment, 45: 2047–2056.

 

Zhao B, Zhang Y, Li X, et al. (2004). Comparison of indoor aerosol particle concentration and deposition in different ventilated rooms by numerical method. Building and Environment, 39: 1–8.

 

Zhou Y, An Y, Chen C, et al. (2021). Exploring the feasibility of predicting contaminant transport using a stand-alone Markov chain solver based on measured airflow in enclosed environments. Building and Environment, 202: 108027.

Building Simulation
Pages 1135-1148
Cite this article:
Hu M, Zhang Z, Liu M. Transient particle transport prediction based on lattice Boltzmann method-based large eddy simulation and Markov chain model. Building Simulation, 2023, 16(7): 1135-1148. https://doi.org/10.1007/s12273-023-0995-3

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Received: 25 November 2022
Revised: 12 January 2023
Accepted: 30 January 2023
Published: 08 May 2023
© Tsinghua University Press 2023
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