Elsevier

Building and Environment

Volume 41, Issue 10, October 2006, Pages 1339-1351
Building and Environment

Natural ventilation of multiple storey buildings: The use of stacks for secondary ventilation

https://doi.org/10.1016/j.buildenv.2005.05.037Get rights and content

Abstract

The natural ventilation of buildings may be enhanced by the use of stacks. As well as increasing the buoyancy pressure available to drive a flow, the stacks may also be used to drive ventilation in floors where there is little heat load. This is achieved by connecting the floor with a relatively low heat load to a floor with a higher heat load through a common stack. The warm air expelled from the warmer space into the stack thereby drives a flow through the floor with no heat load. This principle of ventilation has been adopted in the basement archive library of the new SSEES building at UCL. In this paper a series of laboratory experiments and supporting quantitative models are used to investigate such secondary ventilation of a low level floor driven by a heat source in a higher level floor. The magnitude of the secondary ventilation within the lower floor is shown to increase with the ratio of the size of the openings on the lower to the upper floor and also the height of the stack. The results also indicate that the secondary ventilation leads to a reduction in the magnitude of the ventilation through the upper floor, especially if the lower floor has a large inlet area.

Introduction

There is increasing awareness of the high energy consumption in buildings. Many buildings use mechanical air conditioning to regulate the internal environment, but even with energy efficient designs, they typically use around 230KWh/m2 of energy [1]. However, in a number of buildings, alternative low energy systems use natural ventilation to significantly reduce the energy consumption. Research has developed a good understanding of the basic principles of natural ventilation [2], [3], [4] within simple building structures. One of the key challenges now, is concerned with understanding the subtleties of such flows within more complex multiple storey buildings.

A particular challenge associated with naturally ventilating large office spaces is the provision of ventilation for areas in which there is insufficient buoyancy to drive a flow. A possible solution for this is through the use of stacks to couple floors with large heat loads to those without. In this manner, the warm air expelled into a stack from a space with a large heat load may be used to drive a flow on a different floor which otherwise would have insufficient buoyancy to drive a ventilation flow (Fig. 1). In this work, the impact of a stack on the upwards buoyancy driven displacement flow of a room with a heated floor is reviewed and referred to as the primary ventilation flow. These principles are then used to investigate how secondary ventilation flows can be induced on a floor located beneath the primary heated floor through the use of common stacks.

This type of ventilation may be of use in an office or industrial environment in which there is a low occupancy zone at low level. Indeed such a scheme is being implemented for the ventilation of the basement library in the new SSEES building at UCL [5]. In a different implementation of the concept, a warehouse could be ventilated through the use of offices located at an elevated height within the space. As well as ventilating lower level floors of minimal heat load, the scheme could also be used to enhance night or evening cooling of thermal mass in an undercroft, in for example, theatres. In this work, attention is restricted to the case of upward displacement ventilation, although it is noted that where multiple stacks are employed it is possible for some of the stacks to witness downward flow [6].

The paper is organised as follows. In Section 2, a steady state model is presented for a single room connected to high level stacks. The focus here is on the pressure losses associated with different inflow designs to the stacks and also the frictional losses within the stacks. In Section 3, a small scale analogue laboratory experiment is described which is used to validate the model. The principles developed for a single room are then applied in Section 4 to describe the coupled flow on two different floors which are connected by common stacks. Analogue experiments are conducted to test and validate the model of the flow in a two storey model building. In Section 6 the results are applied to a typical building geometry to provide simple guidelines for the designers of naturally ventilated buildings. Note all physical properties and dimensionless numbers are defined in Appendix A.3, the variables used in the single floor analysis are given in Appendix A.4 and those for the two floor analysis in Appendix A.5.

Section snippets

Theoretical model

Consider a single room of height H connected to a stack of height x (Fig. 2). The room contains a distributed heat source, QH resulting from people, office equipment and solar radiation which drives an upwards displacement ventilation flow. It is assumed that the Rayleigh number, Ra of the air is high [7], such that the air is well-mixed [3]. The air enters through a low level opening of area AL and exits by flowing horizontally into the stack entrance of area AU (Fig. 2 (a)) before rising and

Apparatus

In order to test the model, an analogue experiment has been developed similar to that employed by Chenvidyakarn and Woods [6]. The apparatus has two floors connected to a series of stacks. Each floor consists of a 1 cm thick acrylic tank of inner dimensions 17.5×17.5×10cm. Both floors contains five low level openings of 1.5 cm diameter, positioned with their mid-points 1.5 cm above the base. In addition, five stacks of 1.35 cm internal diameter and 35 cm total length are located at the end opposite

Two floors connected by a common stack

The method developed in Section 2 is now extended to model the ventilation through the two floor building shown in Fig. 7. In this case, the second floor contains an evenly distributed heat source and the first floor, which is connected to the second floor via common stacks, contains no appreciable source of heating. The floors have inflow openings of size A1L and A2L. In addition a series of n stacks each of cross-sectional area, AS and total height x+h2+h3 are positioned on the opposite side

Experiments

Analogue experiments were conducted on the two floor model using the apparatus described in Section 3. In this case, the stacks have been opened up so that they protrude down through the second floor and provide mid-level outflow vents for the first floor. The first floor has the same dimensions as the second floor and also contains five low level openings each of 1.5 cm diameter, which allows the dependence of the secondary flow on the first floor inflow area to be explored. Two additional

Application of model

The results from the model developed in Section 4 are now applied to illustrate some principles for the designers of naturally ventilated buildings. Consider a simple example comparable to the SSEES building at UCL [5], where the basement archive library of low occupancy, is ventilated by connecting to the ground floor containing a heat load of 3 KW. In this two floor model comprising of the basement and ground floor, each floor is 3 m high such that h1=h2=h3=1.5m (Fig. 7). The number of stacks

Conclusions

This study has investigated the use of stacks for the natural ventilation of buildings. By connecting the outflow from different spaces using common stacks, buoyant air may be used to induce a secondary flow in a space with insufficient heat load to drive a flow. A model has been derived to predict the ventilation within an unheated low level floor coupled with a higher level heated floor. The model has been tested experimentally and the results are in close agreement with the theoretical

Acknowledgements

This study was funded by the Cambridge-MIT Institute (CMI) and the BP institute for Multiphase Flow. The authors thank Charlotte Gladstone for helpful discussions.

References (14)

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