ASHRAE HVAC APPLICATIONS SI CH 4-2015 TALL BUILDINGS.pdf
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1、4.1CHAPTER 4TALL BUILDINGSStack Effect. 4.1Typical HVAC Design Process. 4.8Systems. 4.9System Selection Considerations . 4.9Displacement Ventilation . 4.11Central Mechanical Equipment Room Versus Floor-by-Floor Fan Rooms 4.11Central Heating and Cooling Plants 4.14Water Distribution Systems 4.17Verti
2、cal Transportation 4.19Life Safety in Tall Buildings . 4.20ALL buildings have existed for more than 100 years and haveTbeen built in cities worldwide. Great heights only became pos-sible after the invention of the elevator safety braking system in1853; subsequent population and economic growth in ci
3、ties madethese taller buildings very popular. This chapter focuses on the spe-cific HVAC system requirements unique to tall buildings.ASHRAE Technical Committee (TC) 9.12, Tall Buildings, de-fines a tall building as one whose height is greater than 91 m. TheCouncil on Tall Buildings and Urban Habita
4、t (CTBUH 2014) de-fines a tall building as one in which the height strongly influencesplanning, design, or use; they classify recently constructed tallbuildings as supertall (buildings taller than 300 m) and megatall(buildings taller than 600 m).Traditionally, model codes in the United States were a
5、dopted ona regional basis, but recently the three leading code associationsunited to form the International Code Council (ICC 2012), whichpublishes the unified International Building Code(IBC). Anotherimportant national code, developed by the National Fire ProtectionAssociation (NFPA), is NFPA Stand
6、ard 5000.The overall cost of a tall building is affected by the floor-to-floorheight. A small difference in this height, when multiplied by thenumber of floors and the area of the perimeter length of the building,results in an increase in the area that must be added to the exteriorskin of the buildi
7、ng. The final floor-to-floor height of the officeoccupancy floors of any building is jointly determined by the owner,architect, and structural, HVAC, and electrical engineers.There are increasing numbers of tall buildings in the world (eitherplanned or built) that will have a much greater height tha
8、n 91 m.There is also a trend that most of the new tall buildings today are ofthe mixed-use type: for example, many will have a combination ofcommercial offices, hotel, apartments, observation deck, club floor,etc., stacked on top of each other. Tall buildings with these heightsand mixed uses will si
9、gnificantly affect HVAC system design.Much of the material in this chapter derives from Ross (2004).1. STACK EFFECTStack effect occurs in tall buildings when the outdoor temperatureis lower than the temperature of the spaces inside. A tall building actslike a chimney in cold weather, with natural co
10、nvection of air enteringat the lower floors, flowing through the building, and exiting from theupper floors. It results from the difference in density between thecold, denser air outside the building and the warm, less dense airinside the building. The pressure differential created by stack effect i
11、sdirectly proportional to building height as well as to the differencebetween the warm inside and cold outdoor temperatures.When the temperature outside the building is warmer than thetemperature inside the building, the stack effect phenomenon is re-versed. This means that, in very warm climates, a
12、ir enters the build-ing at the upper floors, flows through the building, and exits at thelower floors. The cause of reverse stack effect is the same in that itis caused by the differences in density between the air in the buildingand the air outside the building, but in this case the heavier, denser
13、 airis inside the building.Reverse stack effect is not as significant a problem in tall build-ings in warm climates because the difference in temperature betweeninside and outside the building is significantly less than the tem-peratures difference in very cold climates. Accordingly, this sectionfoc
14、uses on the problems caused by stack effect in cold climates.Note that these measures can be very different than those in hot andhumid climates.TheoryFor a theoretical discussion of stack effect, see Chapter 16 in the2013 ASHRAE HandbookFundamentals. That chapter describescalculation of the theoreti
15、cal total stack effect for temperature differ-ences between the inside and outside of the building. It also points outthat every building has a neutral pressure level (NPL): the point atwhich interior and exterior pressures are equal at a given temperaturedifferential. The location of the NPL is gov
16、erned by the actual build-ing, the permeability of its exterior wall, the internal partitions, andthe construction and permeability of stairs and shafts, including theelevator shafts and shafts for ducts and pipes. Other factors includethe air-conditioning systems: exhaust systems that extend throug
17、h theentire height of the building tend to raise the NPL, thereby increasingthe total pressure differential experienced at the base of the building.This also increases infiltration of outdoor air, which tends to lower theNPL, thus decreasing the total pressure differential experienced at thebase of
18、the building. Finally, wind pressure, which typically increaseswith elevations and is stronger at the upper floors of a building, alsocan shift the neutral plane, and should be considered as an additionalpressure to stack effect when locating the neutral plane.Figure 1 depicts airflow into and out o
19、f a building when the out-door temperature is cold (stack effect) and hot (reverse stack effect).Not shown is the movement of air up or down in the building as aThe preparation of this chapter is assigned to TC 9.12, Tall Buildings.Fig. 1 Airflow from Stack Effect and Reverse Stack Effect(Ross 2004)
20、4.2 2015 ASHRAE HandbookHVAC Applications (SI)function of stack effect. Assuming there are no openings in the build-ing, the NPL is the point in the building elevation where air neitherenters nor leaves the building. Vertical movement of air in the build-ing occurs at the paths of least resistance,
21、including but not limited toshafts and stairs in the building as well as any other openings at theslab edge or in vertical piping sleeves that are less than totally sealed.Figure 1 also indicates that air movement into and out of the buildingincreases as the distance from the NPL increases. Elevator
22、 shafts,especially ones that connect the top and bottom of a tall building(e.g., a fire lift), are likely paths of least resistance for airflow. Thetotal theoretical pressure differential can be calculated for a buildingof a given height and at various differences in temperature betweenindoor and ou
23、tdoor air.The theoretical stack effect pressure gradient for alternative tem-perature differences and building heights is shown in Figure 2. Thediagram illustrates the potential maximum differentials that canoccur (which are significant), but these plotted values are based on abuilding with no inter
24、nal subdivisions in the form of slabs and par-titions. The plot, therefore, includes no provisions for resistance toairflow in the building. Further, the outer walls permeability influ-ences the values on the diagram and, as noted previously, the windeffect and operation of the building air-handling
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