Model of parallelepiped glazed zone on crawl space, in pure thermal modelling and integrating the internal inertia due to the inner walls.
Hypothesis and equations
Parallelepiped single-zone building on crawl space with glazing model, to be connected to a boundary conditions model (left thermal port) and a left realOutput for solar fluxes. By default walls are oriented in the four cardinal points; the orientation modification is represented by the parameter beta. The right thermal port is connected to the inner volume (heat capacity). Floor and ceiling are subject to outside temperatures which are weighted by a coefficient b.
This model inherits from ZoneCrawlSpaceGlazed
and superimposes on it internal partition walls of shear walls types (bearing walls) and light partition walls.
Bibliography
none
Instructions for use
This single zone building model is to be connected to a weather boundary conditions model on the left (outside temperature, sunlight-related data). The right thermal port is connected to the inner volume (heat capacity) and can, if desired, be connected to any model using a thermal port (internal heat gains...).
The walls parameterization is done via the parameter caracParoi, however it still can be done layer by layer without creating any type of wall.
Utilities.Data.Solids
)Known limits / Use precautions
To consider walls radiation in long wavelength (LWR), exchange coefficients h must be global exchange coefficients. The inertia of the inner walls is integrated.
Glazings transmit solar fluxes to the floor.
Validations
Validated model - Gilles Plessis 02/2011
--------------------------------------------------------------
Licensed by EDF under a 3-clause BSD-license
Copyright © EDF 2009 - 2023
BuildSysPro version 3.6.0
Author : Gilles PLESSIS, EDF (2011)
--------------------------------------------------------------
Gilles Plessis 02/2012 : Suppression du modifier each dans la définition des matériaux des parois. Le mot clé each n'a pas à être présent car les matériaux des parois sont définis en temps que vecteur.
Gilles Plessis 06/2012 :
Gilles Plessis 03/2013 : Modification mineure sur la documentation.