Abstract: We show a unique approach for simulating the dynamics of indoor air and envelopes. The coupled approach enables a fast simulation of open space buildings. The model is particularly appropriate for control analysis of open space buildings. The model was validated with experimental data. A retrofit analysis w.r.t. the change of thermostat locations is shown.
AbstractSmall-to-moderate sized commercial buildings commonly use rooftop units (RTUs) to provide indoor comfort. These applications are often cha… Show more
“…Note that the error e z could be computed off-line using solutions of the ROM (8), (11) and exact (e.g., FEM-based) solutions of the PDE (9) . The error could be also computed on-line where the z pod n (t, x ; μ) is obtained from solving the ROM model (8), (11) on-line, and the z n ( t, x ; μ) are real measurements of the system at selected spatial locations { x i }.…”
Section: Main Results 2: Mes-based Closure Model Auto-tuningmentioning
confidence: 99%
“…The term H ( ·) is chosen depending on the structure of F ( ·, ·) to stabilize the solutions of (11) . To make the paper more self-contained, we give in the next section some examples of the most common closure models.…”
Section: Closure Models For Rom Stabilizationmentioning
a b s t r a c tWe present some results on the stabilization of reduced-order models (ROMs) for thermal fluids. The stabilization is achieved using robust Lyapunov control theory to design a new closure model that is robust to parametric uncertainties. Furthermore, the free parameters in the proposed ROM stabilization method are optimized using a data-driven multiparametric extremum seeking (MES) algorithm. The 2D and 3D Boussinesq equations provide challenging numerical test cases that are used to demonstrate the advantages of the proposed method.
“…Note that the error e z could be computed off-line using solutions of the ROM (8), (11) and exact (e.g., FEM-based) solutions of the PDE (9) . The error could be also computed on-line where the z pod n (t, x ; μ) is obtained from solving the ROM model (8), (11) on-line, and the z n ( t, x ; μ) are real measurements of the system at selected spatial locations { x i }.…”
Section: Main Results 2: Mes-based Closure Model Auto-tuningmentioning
confidence: 99%
“…The term H ( ·) is chosen depending on the structure of F ( ·, ·) to stabilize the solutions of (11) . To make the paper more self-contained, we give in the next section some examples of the most common closure models.…”
Section: Closure Models For Rom Stabilizationmentioning
a b s t r a c tWe present some results on the stabilization of reduced-order models (ROMs) for thermal fluids. The stabilization is achieved using robust Lyapunov control theory to design a new closure model that is robust to parametric uncertainties. Furthermore, the free parameters in the proposed ROM stabilization method are optimized using a data-driven multiparametric extremum seeking (MES) algorithm. The 2D and 3D Boussinesq equations provide challenging numerical test cases that are used to demonstrate the advantages of the proposed method.
“…8). [4] As is known, underfloor heating system uses pipes embedded in the flooring. The pipes carry hot water (Tsupply = 40 0 C, Treturn = 20 0 C) that can be provided by any source.…”
Based on the monitoring campaigns, we have evaluated the indoor microclimate in a church. Most church buildings are characterised by low thermal comfort due primarily to their architecture, heating huge volume of air. The CFD tools was used for thermal comfort evaluation in case of the existing heating system during the winter season. The simulation model was validated with experimental data and it was used for thermal and air velocity profiles in the occupancy zone of churchgoers. The aim of the paper is the study the feasibility of maintaining the heritage values of the churches while achieving the significant improvement of the thermal comfort.
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