Ventilation Energy and Environmental Technology
                                     from VEETECH Ltd. 
             Updated 3rd March 2009

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The Tutorials - Disclaimer and Important Notes  (Updated June 2008)

 

These tutorials are presented as is, without warranty that they are applicable to a particular situation. They relate to classical theory as applied to airflow through openings.

The following should be noted:

·         Wind Induced Flow through Openings: If an opening is ‘large,’ kinetic energy is not fully converted to induce a surface pressure. Instead the wind simply drives air under its own momentum through the opening. Some research suggests that this breakdown occurs immediately an opening is present but a porosity figure of up to 30% of the wall surface area has been suggested as satisfactory for classical theory to be acceptable. In practice momentum driven flow will be greater than classically driven flow.

·         Discharge Coefficient: The discharge coefficient will depend on many factors including the geometry of the opening and the direction of attack of the wind. The value suggested in this tutorial is a guideline figure within the classical range for an orifice opening in which wind is normal to the opening. The literature reveals an increasing amount of discharge coefficients for a wider range of conditions. Such information has been published in the International Journal of Ventilation.

·         Single Sided Wind Driven Ventilation: The wind induced pressure distribution over a single side varies continuously, both spatially and over time. Thus, at anytime, two openings on the same wall surface will be subject to different and fluctuating pressures. Airflow will therefore be induced between one opening and the other. If this pressure distribution is known then, in theory, the guidelines presented in these tutorials can be applied to the case of wind driven single sided ventilation. Often, however, pressure data are averaged over time and space such that the pressure distribution on a single side is presented as a uniform value. In this case the method presented does not ‘see’ the contribution made by non uniformities in wind induced pressure on a single surface. In a cross flow network, this does not usually matter because the contribution to ventilation made by single sided wind driven ventilation is usually relatively small. The theory presented in these tutorials therefore assumes that, for wind driven ventilation, openings are applied to more than one surface. Stack (temperature) driven ventilation is not influenced by this restriction and a single sided approach can be applied.

In all cases these tutorials will be amended as and when suitable practical guidance becomes available.

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