Application of HAMLab for
Whole Building HAM Response Modeling
Jos van Schijndel,
Faculty of Building and ArchitectureEindhoven University of Technology, the Netherlands
Contents
1. HAMLab (Heat, Air & Moisture Laboratory)1.1 Introduction 1.2 Scientific background of the models1.3 Integrated models
2. Future developments
3 Conclusions
1.1 INTRODUCTION
The main model scheme
1.1 INTRODUCTION
Simulation laboratory qualifications
• Laboratory simulation environment• HAM building modeling• HAM systems modeling• Controller modeling• Integration of ODE and PDE base models• Transparency of modeling• Optimization facility
1.2 Scientific background
Model[Name]
CategoryH,A,M,S
D,ODE,PDE
Dimension0D,1D,2D,3D
ValidationA,M,C,E
HAMBase: Building indoor climate models
WaVo HAM D 0D M/C
Base HAM D/ODE 0D M/C
HAMSys: Building systems models
Control S ODE 0D A
Heatpump, TES, Collector HS ODE 0D M
HAMDet: Building detail models
Thermal2D H PDE 2D C
Moisture1D M PDE 1D M
HeMo2D HM PDE 2D M
HeMo3D HM PDE 3D E
CFD2D HA PDE 2D C
Integrated models
Base&Thermal2DControl HAS PDE/ODE 2D E
CFD&Control HAS PDE/ODE 2D E
Base&Moisture&Control HAMS PDE/ODE/D 1D E
1.2 Scientific background
1.2 Scientific background
1.2 Scientific background
1.2 Scientific background
1.2 Scientific background
1.2 Scientific background
Numerical algorithms
ODE solving techniquesSee Appendix B of Paper A41-T1-NL-04-02
PDE solving techniquesSee Appendix C of Paper A41-T1-NL-04-02
Optimization techniquesSee Appendix D of Paper A41-T1-NL-04-02
1.3 Integrated models
CFD&Control
1.3 Integrated models
CFD&Control
1.3 Integrated models
Base&Moisture&Control
1.3 Integrated models
Base&Moisture&Control
2.Future developments
InternalConstructionExternal
3.Conclusions
•HamLab is evaluated as solver for HAM problems based on partial differential equations (PDEs) & ordinary differential equations (ODEs).
•Examples of typical integrated HAM modeling problems such as dynamic airflow and heat transport in combination with a room model and controller are relatively easy to model.
•The simulation results of the presented models show a good agreement with measurements.
•The HamLab simulation environment requires Matlab, SimuLink & FemLab and is a powerful and flexible environment for modeling and solving HAM problems.
3.Conclusions
Benefits: •The wide application area. The software is designed to simulate systems of coupled PDEs, 1D, 2D or 3D, non-linear and time dependent. •There is a clear relation between the mathematical model and (compact) program code in terms of specified PDE coefficients and boundary conditions.•The easy-to-use default gridders and solvers give accurate solutions.•The graphical output capabilities.
Drawback:•MatLab, SimuLink and FemLab are required to use HamLab
QUESTIONS?
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