Modeling and solving building physics problems with FemLab

被引:30
|
作者
van Schijndel, AWM [1 ]
机构
[1] Eindhoven Univ Technol, Fac Bldg & Architecture, NL-5600 MB Eindhoven, Netherlands
关键词
FemLab; modeling; PDE; building physics;
D O I
10.1016/S0360-1323(02)00069-0
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
The commercially available software package FemLab is evaluated as solver for building physics problems based on partial differential equations (PDEs). The software is designed to simulate systems of coupled PDEs which may be ID, 2D or 3D, non-linear and time dependent. An important feature of FemLab is that the user can focus on the model (PDE coefficients on the domain and boundary) and does not have to spend much time on solving and visualization. In this paper, 4 cases are considered. First, in order to illustrate how FemLab works, an example including the complete code for solving as well as the results are given for a simple 2D steady-state heat transfer problem. In the next 2 cases, the reliability is tested for two very different building physics problems: A 2D dynamic airflow problem, modeled using Navier-Stokes and buoyancy equations, and a ID dynamic non-linear moisture transport in a porous material. These simulation results are validated and show a good agreement with measurements. In the last case, FemLab's capability of simulating 3D problems is shown by a dynamic combined heat and moisture transport problem. This example is a 3D extension of a given 2D problem from IEA Annex 24 (Final Report-Task 1). For all models the crucial part of the codes (geometry, PDEs and boundary specifications) are given. The FemLab software is written in the MatLab environment (The Mathworks, Inc. MatLab manual, Version 5.3, 1998) and therefore it is possible to use the visualization tools, toolboxes and all other programs written in MatLab. The evaluation illustrates the powerful and flexible nature of FemLab for solving scientific and engineering building physics problems. (C) 2002 Elsevier Science Ltd. All rights reserved.
引用
收藏
页码:319 / 327
页数:9
相关论文
共 50 条
  • [21] THE USE OF CONCEPTUAL MAPS IN SOLVING PHYSICS PROBLEMS
    Suarez Rodriguez, C. P.
    Vidales, S.
    Arribas, E.
    Escobar, I.
    Ramirez-Vazquez, R.
    Gonzalez-Rubio, J.
    Belendez, A.
    12TH INTERNATIONAL TECHNOLOGY, EDUCATION AND DEVELOPMENT CONFERENCE (INTED), 2018, : 7308 - 7311
  • [22] The application of FEMLAB in modeling soil vapor extraction
    Zhao, L
    Zytner, RG
    Proceedings of the World Engineers' Convention 2004: Vol D, Environment Protection and Disaster Mitigation, 2004, : 115 - 119
  • [23] Thought Experiment in Solving Physics Problems: A Study into Candidate Physics Teachers
    Bademci, Senem
    Sari, Musa
    EGITIM VE BILIM-EDUCATION AND SCIENCE, 2014, 39 (175): : 203 - 215
  • [24] Advanced HVAC modeling with FemLab/Simulink/MatLab
    Van Schijndel, A.W.M. Jos
    Building Services Engineering Research and Technology, 2004, 24 (04) : 289 - 300
  • [25] Approximate solutions to problems in building thermal physics
    Parfentyeva, Natalia
    Paulauskaite, Sabina
    9TH INTERNATIONAL CONFERENCE ENVIRONMENTAL ENGINEERING (9TH ICEE) - SELECTED PAPERS, 2014,
  • [26] Automatic model building and solving for optimization problems
    Iijima, J
    DECISION SUPPORT SYSTEMS, 1996, 18 (3-4) : 293 - 300
  • [27] A method for decomposition into subdomains in solving problems of mathematical physics
    Abrashin, VN
    DIFFERENTIAL EQUATIONS, 1995, 31 (09) : 1481 - 1490
  • [28] Unfolding in particle physics: A window on solving inverse problems
    Spano, Francesco
    SOS 2012 - IN2P3 SCHOOL OF STATISTICS, 2013, 55
  • [29] MAUVE: A New Strategy for Solving and Grading Physics Problems
    Hill, Nicole Breanne
    PHYSICS TEACHER, 2016, 54 (05): : 291 - 294
  • [30] NUMERICAL METHOD FOR SOLVING VARIATION PROBLEMS IN MATHEMATICAL PHYSICS
    Badriev, Ildar
    Banderov, Victor
    MECHANICAL COMPONENTS AND CONTROL ENGINEERING III, 2014, 668-669 : 1094 - 1097