Assessing the natural ventilation cooling potential of office buildings in different climate zones in China

Assessing the natural ventilation cooling potential of office buildings in different climate zones in China

Renewable Energy 34 (2009) 2697–2705 Contents lists available at ScienceDirect Renewable Energy journal homepage: www.elsevier.com/locate/renene As...

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Renewable Energy 34 (2009) 2697–2705

Contents lists available at ScienceDirect

Renewable Energy journal homepage: www.elsevier.com/locate/renene

Assessing the natural ventilation cooling potential of office buildings in different climate zones in China Runming Yao a, *, Baizhan Li b, Koen Steemers c, Alan Short c a

School of Construction Management and Engineering, the University of Reading, Whiteknights, PO Box 219, Reading RG6 6AW, UK The Faculty of Urban Construction and Environmental Engineering, Chongqing University, PR China c The Martin Centre for Architectural and Urban Studies, Department of Architecture, University of Cambridge, UK b

a r t i c l e i n f o

a b s t r a c t

Article history: Received 14 July 2008 Accepted 8 May 2009 Available online 4 July 2009

This paper presents an investigation of the natural ventilation cooling potential (NVCP) of office buildings in the five generally recognised climate zones in China using the Thermal Resistance Ventilation (TRV) model, which is a simplified, coupled, thermal and airflow model. The acceptable operative temperature for naturally conditioned space supplied by the ASHARE Standard 55-2004 has been used for the comfort temperature setting. Dynamic simulations for a typical office room in the five representative cities, which are Harbin, Beijing, Shanghai, Kunming and Guangzhou, have been carried out. The study demonstrates that the NVCP depends on the multiple impacts of climate, the building’s thermal characteristics, internal gains, ventilation profiles and regimes. The work shows how the simplified method can be used to generate detailed, indoor, operative temperature data based on the various building conditions and control profiles which are used to investigate the NVCP at the strategic design stage. The simulation results presented in this paper can be used as a reference guideline for natural ventilation design in China. Ó 2009 Elsevier Ltd. All rights reserved.

Keywords: Natural ventilation cooling potential (NVCP) Thermal Resistance Ventilation (TRV) model Climate zone Office Strategic design

1. Introduction Natural ventilation is often considered to be the most energy efficient and healthy solution for ventilating a building, with the potential to reduce the energy cost required for air conditioning. Adequate ventilation within a building is necessary to maintain the occupants’ health and comfort. Natural ventilation is one way of providing this, allowing the provision of a comfortable working environment coupled with the potential for low energy usage and low operating costs [1,2]. Ventilation, whether mechanical or natural, may be used for the following:  Air quality control: to control building air quality by diluting internally generated air contaminants with cleaner outdoor air.  Direct cooling: to directly cool building interiors and occupants by replacing or diluting warm indoor air with cool outdoor air to enhance the convective transport of heat and moisture, when conditions are favourable, thus lowering the indoor air temperature.

* Corresponding author. Tel.: þ44 118 3788606; fax: þ44 118 9313856. E-mail address: [email protected] (R. Yao). 0960-1481/$ – see front matter Ó 2009 Elsevier Ltd. All rights reserved. doi:10.1016/j.renene.2009.05.015

 Indirect night cooling: to directly cool building interiors by precooling the thermal mass of the building fabric or a thermal storage system with cool, nighttime, outdoor air. When applicable, natural ventilation can offset cooling energy consumption, the associated energy costs and CO2 emissions. However, potential cooling energy saving depends on the climate (temperature and wind), ventilation profiles and types, internal heat gains, the building’s thermal characteristics and human expectations of thermal comfort. In recent years, research on the climatic suitability and potential of natural ventilation in different climate zones has been conducted, for example, the potential of using natural ventilation in the United States for residential buildings [3] (cited from Ref. [4]). Emmerich proposed a method for evaluating the climatic suitability of a given location for direct ventilation cooling and complimentary nighttime ventilation cooling of a building’s thermal mass, and the climatic suitability statistics for 10 Californian locations has been demonstrated [1]. Axley and Ghiau have studied the methods of analysing climate suitability for natural ventilation, or more specifically the building’s effective pressure difference for natural ventilation [6,7] (cited from [5]). Yang [5] proposed a model of the potential of natural driving forces for natural ventilation in residential buildings in China. Graca studied wind-driven, ventilating,

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Nomenclature Aglaze C1 C2 C3 g12 g1a g23 g3a n V T1 T2 T3 Ta

a1 a2 Vauxiliary Vpc Vsolar Vlight

area of glazing, m2 thermal capacity of the room, which includes its contents, Wh/ C thermal capacity of the shallow surface material of the room, Wh/ C thermal capacity of deep material of the room, Wh/ C conductance between N1 and N2, W/ C conductance between N1 and node A (infinite capacity), W/ C conductance of the massive material, W/ C conductance between N3 and NA, W/ C air change rate, ac/hour room volume, m3 temperature at Node 1,  C temperature at Node 2,  C temperature at Node 3,  C external air temperature,  C proportion of the gain delivered to room node, 70% proportion of the gain delivered to surface node, 30% artificial lighting gain entered to room, W casual gain entered to room, W solar gain entered to room, W lighting gain entered to room, W

cooling systems for residential buildings in Shanghai and Beijing using BLAST and CFD programs[8]. To summarise, the research on the potential of natural ventilation has two main categories. (1) Calculation of the driving force

(wind-driven and stack effect) considering indoor and outdoor climate data, and (2) calculation of the internal air temperature using comprehensive, coupled, thermal and airflow simulation. The first category considers the factors of climate such as external air temperature, wind velocity, etc and the internal air temperature, but ignores the heat storage potential of the building itself. It usually calculates the cooling potential based on a fixed, constant, indoor air temperature. However, in a naturally ventilated building, the indoor air temperature fluctuates according to the outdoor air temperature. Therefore these kinds of methods may cause inaccurate estimations. The experimental work by Straaten shows that whenever the total area of the ventilation apertures in the building facade exceeds 20% of the total area of the facade, the uncoupled thermal and airflow approach is not adequate [8]. The second category combines climate information and building information to perform a detailed assessment of natural ventilation. Usually, the detailed thermal simulation program and the CFD program are applied to calculate simultaneously indoor and outdoor airflow, but this requires a powerful computer and is timeconsuming. This approach is not suitable for the strategic design stage. There is a great need for a robust method that allows architects to perform a strategic analysis of natural ventilation in the early stages of a design. To solve this problem, a simplified, coupled, thermal and airflow method has been developed by integrating the British Standard natural ventilation calculation method within a four-node thermal resistance network model, which is called the Thermal Resistance Ventilation (TRV) model [9]. It is very useful when assessing the potential of natural ventilation at the predesign stage with adequate accuracy. It takes into account not only the local climatological conditions, but also building type, ventilation and occupancy profiles. In addition, the expectation of thermal comfort varies from region to region, thus the adaptive thermal comfort concept has been applied in this paper.

Fig. 1. The climate zones for building thermal design in China [21].

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Table 1 Climatic characteristics of the representative cities, source [13,17]. Zone

City

Main index

Complementary index

Latitude

Annual wind speed, m/s

Very cold Cold Hot summer Cold winter Mild

Harbin Beijing Shanghai

NDAT5  145 days NDAT5 ¼ 90–145 days NDAT5 ¼ 0–90 days NDAT25 ¼ 40–110 days NDAT5 ¼ 0–90 days

39.56 31.0 25.51

3.6 2.83 3.0

25.01

2.5

Hot summer Warm winter

Guangzhou

ATCM ¼ 10  C ATCM ¼ 0–10  C ATCM ¼ 0–10  C ATHM ¼ 25–30  C ATCM ¼ 0–13  C ATHM ¼ 18–25  C ATCM  10  C ATHM ¼ 25–29  C

NDAT5 ¼ 100–200 days

25.01

2.2

Kunming

Note: ACTM ¼ average temperature in the coldest month; ATHM ¼ average temperature in the hottest month; and NDAT5 ¼ number of days that average temperature is below 5  C; NDAT5 ¼ number of days that average temperature is above 25  C.

The climate of China is extremely diverse and variable with a tropical climate in the south and a sub-arctic one in the north. The design codes are also different for the five thermal zones. Based on previous research [10,11], this paper assesses the natural ventilation cooling potential using the Thermal Resistance Ventilation (TRV) model for office buildings in the five climate zones in China. The method can perform a quick assessment and therefore is very useful for strategic natural ventilation design.

Winter Zone and has a North Asian hot monsoon climate, with four distinctive seasons. The city has a lot of sunshine. Kunming is located in the Mild Zone and its climate is characterized by the distinctive feature of only a slight variation in annual temperatures. Guangzhou is located in the Hot Summer and Warm Winter Zone with a subtropical monsoon climate. The climate characteristics of the five cities are listed in Table 1 [13]. The hourly meteorological data generated from the Meteonorm software package are used for climate data inputs in the program.

2. Research method 2.1. Climate zones in China China is a large country with an area of about 9.6 million km2. About 98% of the land area stretches between a latitude of 20 N– 50 N, from subtropical zones in the south to the temperate zones (including warm-temperate and cool-temperate) in the north [12]. Five cities, Harbin, Beijing, Shanghai, Guangzhou and Kunming have been selected to represent the five climate zones, which have been presented in the ‘‘Thermal Design Code’’ [13] for buildings in China. These five climate zones are categorized into the Very Cold Zone, Cold Zone, Hot Summer and Cold Winter Zone, Hot Summer and Warm Winter Zone and Mild Zone (see Fig. 1). Harbin is located in the Very Cold Zone with a continental monsoon climate. The coldest month’s average air temperature is below minus 10  C. The hottest monthly average air temperature is 24.5  C. Beijing is located in the Cold Zone with a climate of the continental type, with cold and dry winters, due to the Siberian air masses that move southward across the Mongolian Plateau. The summers are hot owing to warm and humid monsoon winds from the southeast. Shanghai is located in the Hot Summer and Cold

2.2. Description of the Thermal Resistance Ventilation model It is rarely practical to perform a detailed thermal simulation procedure to assess the potential of natural ventilation at the architectural strategic design stage. However, it is very important for architects to evaluate the potential of natural ventilation in design by taking into account factors such as the glazing ratio, fabric U value, climate, thermal mass, the internal gain and occupancy pattern and ventilation profiles. Thermal and airflow interactions are characteristic of natural ventilation airflow systems. A simplified, coupled, thermal and airflow model has been developed by integrating the British Standard natural ventilation calculation method [2,14] for a single zone within a four-node thermal resistance network model, which is called the Thermal Resistance Ventilation (TRV) model [9]. The heat flow of the room has been modelled as a four-node, simplified, thermal resistance network model (TR Model), originally developed for LT Europe (Baker and Yao), and is an energy design tool requiring minimal data input [15,16]. The simplified model focuses on a single zone with parameters (such as glazing area, fabric U value, internal gains, lighting datum level, thermostat setting, occupancy profile, thermal mass type, etc) to replicate those chosen for the proposed design. The detailed description of the TRV model is presented in Ref. [9]. The integrated thermal and airflow model has been computerized using the Visual Basic language. The equations are listed in Appendix 1. The TRV model can generate detailed hourly data of an indoor thermal environment to evaluate the natural ventilation cooling potential of a given location and proposed building

Table 2 Mean monthly outdoor air temperature (source [17]) and acceptable comfort temperatures (italicized),  C. City

Fig. 2. Acceptable operative temperature ranges for naturally conditioned spaces [19].

Harbin Beijing Shanghai Kunming Guangzhou

May

June

July

August

September

Taout

Tcom

Taout

Tcom

Taout

Tcom

Taout

Tcom

Taout

Tcom

16.5 23.1 20.8 17.0 26.5

22.9 25.0 24.2 23.1 26.0

22.2 25.7 24.2 20 27.2

24.7 25.8 25.3 24.0 26.2

24.5 27.3 29.7 20.9 28.2

25.4 26.3 27.0 24.3 26.5

21.7 25.8 27 20.5 29.1

24.5 25.8 26.2 24.2 26.8

15.8 21.2 24.9 19.4 27.8

22.7 24.4 25.5 23.8 26.4

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Table 3 U value of envelope in each zone (W/m2 K) [20,21].

External wall Glazing

Very Cold Zone (Harbin)

Cold Zone (Beijing)

Hot Summer and Cold Winter Zone (Shanghai)

Mild Zone (Kunming)

Hot Summer and Warm Winter Zone (Guangzhou)

0.4–0.52

0.82–1.16

1.0–1.5

1.5

1.5

2.5

4

3.2–4.7

6.0

6.0

information such as thermal mass, U values of envelopes and internal gains.

2.3. Input requirements For the building simulation and the evaluation of the potential of natural ventilation, basic building information is required, which is described below. 2.3.1. Climate data The climate data includes horizontal diffuse solar radiation, normal beam solar radiation, air temperature, wind speed and direction and humidity. This information is embedded within the programme.

(1) Daytime ventilation to cool the building interior and occupants by replacing or diluting warm indoor air with cool outdoor air. The approach can improve the occupants’ thermal comfort by increasing convective and evaporative heat transfer, and by decreasing the indoor air temperature. This scenario may be suitable for buildings where night ventilation is not achievable due to, for example, security reasons. (2) Nighttime ventilation to cool the building interior by precooling the thermal mass of the building fabric or a thermal storage system with cool nighttime outdoor air. This approach can reduce the peak air temperature, structural temperature and create a time lag of the peak temperature. This system is suitable for buildings where daytime ventilation is not advisable due to external air and noise pollution. (3) Combined daytime and nighttime ventilation. 2.5. Assessment index – natural ventilation cooling potential Indices for the natural ventilation cooling potential (NVCP) are proposed in this paper. The NVCP is defined as the ratio of the number of hours within the comfort zone over the total occupied hours. To assess natural ventilation cooling potential, it is necessary to obtain two kinds of information, which are the (1) acceptable comfort level, and (2) actual internal comfort temperatures.

2.4. Natural ventilation profiles

2.5.1. Acceptable comfort temperature ASHRAE Standard ‘‘thermal environmental conditions for human occupancy’’ 55-2004 [18,19] proposes the optional method for determining acceptable thermal comfort in a naturally conditioned space. It assumes that the thermal conditions of the space are regulated primarily by the occupants through the opening and closing of windows. Allowable indoor operative temperatures for spaces that meet these criteria may be determined from Fig. 2. This figure includes two sets of operative temperature limits – one for 80% acceptability and one for 90% acceptability. The 80% acceptability limits are for typical applications and will be used when other information is not available. In this paper, the ASHRAE Standard 55-2004, acceptable operative temperature ranges for naturally conditioned spaces, is used to assess the cooling potential of natural ventilation. The algorithm used to calculate the comfort temperature is as follows [18,19]:

Three scenarios are considered for the natural ventilation regimes.

Tcom ¼ 0:31Taout þ 17:8

2.3.2. User and building information This requires the information of occupancy pattern, the internal heat gain and the acceptable comfort temperature. Building information includes building orientation, room dimensions, glazing ratio, envelope U value and thermal mass type, such as heavy, medium or light. (In this paper, for generic office buildings in China, the medium weight construction is considered.) The building location, such as open flat country, country with scattered windbreaks, urban or city, needs to be identified. 2.3.3. Ventilation strategy This will include strategies such as daytime ventilation, nighttime ventilation and combined day and night ventilation.

(1)

Table 4 Cooling potential of natural ventilation of Harbin (%) (medium thermal mass). Profiles

Internal gain

Cross/single

May HS

Day only

Low gain Medium gain High gain

June LS

HS

July LS

September

Summer

HS

LS

HS

August LS

HS

LS

HS

LS

Cross Single Cross Single Cross Single

96 81 96 75 91 58

100 89 97 81 96 66

92 60 88 43 76 25

94 73 93 68 87 38

59 31 54 20 49 12

73 44 66 35 54 19

53 11 45 5 29 3

75 26 68 17 45 5

85 49 77 42 69 30

90 60 87 53 79 39

77 46 72 37 63 26

86 58 82 51 72 33

Night only

Low gain Medium gain High gain

Single Single Single

91 82 68

94 90 75

77 60 40

88 77 50

40 30 17

55 42 25

33 22 11

48 35 19

62 56 44

73 63 50

61 50 36

72 61 44

Day and night

Low gain

Cross Single Cross Single Cross Single

100 95 100 94 97 82

100 97 100 96 100 89

99 88 97 83 94 70

100 92 100 89 97 80

81 57 79 51 75 40

87 74 85 67 80 52

85 50 81 44 71 28

93 69 90 58 81 42

97 80 96 75 95 64

98 88 98 82 96 75

92 74 91 69 86 57

96 84 95 78 91 68

Medium gain High gain

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Table 5 Cooling potential of natural ventilation Beijing (%) (medium thermal mass). Profiles

Day only

Internal gain

Low gain Medium gain High gain

Cross/single

May

September

Summer

HS

LS

June HS

LS

July HS

LS

August HS

LS

HS

LS

HS

LS

Cross Single Cross Single Cross Single

77 53 71 42 59 29

89 66 83 43 70 40

40 27 37 19 31 13

53 32 46 28 37 17

35 9 24 6 15 3

48 17 42 12 25 7

35 9 28 6 17 4

54 18 45 13 30 6

84 52 78 43 64 22

89 68 87 56 79 40

54 30 48 23 37 14

67 40 61 30 48 22

Night only

Low gain Medium gain High gain

Single Single Single

67 57 40

78 68 49

36 27 15

46 38 22

17 11 5

27 20 9

20 15 8

28 21 13

59 45 27

69 60 36

40 31 19

50 41 26

Day and night

Low gain

Cross Single Cross Single Cross Single

96 77 91 71 83 61

99 87 99 80 92 68

69 48 66 42 60 33

78 57 74 52 67 42

65 30 57 24 49 15

76 46 71 40 61 26

67 32 61 28 51 21

78 48 74 41 63 29

91 79 89 72 86 57

97 86 96 81 89 71

78 53 73 47 66 37

86 65 83 59 74 47

Medium gain High gain

where, Tcom ( C) is the acceptable comfort temperature, the indoor operative temperature is used as an index. Taout ( C) is the monthly average outdoor air temperature. According to Eq. (1) and the monthly average outdoor air temperature of each city, the acceptable comfort temperature levels have been worked out and listed in Table 2. 2.5.2. Indoor operative temperature The operative temperature is the average of the air temperature and the mean radiant temperature weighted, respectively, by the convective heat transfer coefficient and the linearized radiant heat transfer coefficient for an occupant [18]. For occupants engaged in near-sedentary physical activity (with metabolic rates between 1.0 met and 1.4 met), not in direct sunlight, and not exposed air velocity greater than 0.2 m/s, the relationship can be approximated with acceptable accuracy by [19]:

To ¼ ðTa þ Tr Þ=2

(2)

where, To is the operative temperature ( C), Ta is the indoor air temperature ( C) and Tr is the mean radiant temperature ( C). The TRV model can generate the indoor air temperature and internal surface temperature on an hourly basis, therefore the operative temperature can be calculated using Eq. (2).

3. Natural ventilation cooling potential in the Chinese climate context Based on the discussion in Section 2, to assess the NVCP of office buildings in China, the indices of High Standard NVCP (NVCPHS) and Low Standard NVCP (NVCPLS) have been proposed, of which the thermal comfort meets 90% and 80% acceptability, respectively. The summer season is assumed to be from the 1st May to the 30th of September. The TRV natural ventilation assessment program has been used to carry out the dynamic simulations to generate robust internal temperatures in order to investigate the cooling potential of natural ventilation in the offices in the five climate zones in relation to the parameters of the ventilation profiles and regimes, internal gains, thermal mass and transmittance, etc. 3.1. Basic information Office rooms in China can be grouped into two types: one is the high standard, fully central air-conditioned, cell office whilst the other is the traditional office room equipped with a split room airconditioner, which will operate when needed. A typical office room is selected for this study, of which the required information for thermal simulation is as follows:  Room dimension is 3.6 m in length, 5.4 m in depth and 3.0 m in height.

Table 6 Cooling potential of natural ventilation of Shanghai (%) (medium thermal mass). Profiles

Internal gain

Cross/single

May HS

Day only

Low gain Medium gain High gain

June LS

July

August

September

HS

LS

HS

LS

HS

LS

HS

LS

Summer HS

LS

Cross Single Cross Single Cross Single

93 75 88 67 81 43

99 86 96 78 89 61

45 28 38 27 30 24

63 32 53 29 40 25

20 5 14 2 9 1

31 8 25 7 18 3

10 0 6 0 4 0

23 2 15 1 8 0

44 29 40 25 30 15

58 36 51 30 40 24

42 27 37 24 31 17

55 33 48 29 39 23

Night only

Low gain Medium gain High gain

Single Single Single

79 71 45

87 79 58

33 30 25

41 35 31

7 4 2

15 9 4

2 2 0

6 4 2

33 27 16

41 34 25

31 27 18

38 32 24

Day and night

Low gain

Cross Single Cross Single Cross Single

98 87 96 82 91 73

100 95 99 90 96 82

70 40 67 35 56 31

81 56 79 47 69 37

40 15 37 11 30 8

58 27 51 21 40 13

36 7 32 5 24 3

44 17 42 12 37 6

67 43 65 37 55 32

77 58 74 49 67 37

62 38 59 34 51 29

72 51 69 44 62 35

Medium gain High gain

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Table 7 Cooling potential of natural ventilation of Kunming (%) (medium thermal mass). Profiles

Day only

Internal gain

Low gain Medium gain High gain

Cross/single

May

June

July

August

September

Summer

HS

LS

HS

LS

HS

LS

HS

LS

HS

LS

HS

LS

Cross Single Cross Single Cross Single

93 80 91 68 81 46

96 92 96 84 91 62

94 78 90 67 79 48

97 91 96 84 89 61

95 82 92 72 84 57

97 94 96 87 92 68

91 81 87 76 81 60

95 88 92 82 86 72

92 81 89 72 83 60

97 88 95 83 89 69

93 80 90 71 82 54

96 91 95 84 89 66

Night only

Low gain Medium gain High gain

Single Single Single

83 70 49

92 84 60

82 72 51

93 83 62

83 75 57

93 83 69

87 79 61

91 87 71

84 76 64

90 84 71

84 74 56

92 84 67

Day and night

Low gain

Cross Single Cross Single Cross Single

97 91 96 86 93 69

99 96 98 93 96 80

97 91 96 87 91 70

99 97 98 93 96 84

97 93 96 86 93 73

99 97 98 94 96 85

96 90 94 86 90 76

98 94 98 91 93 84

97 89 96 86 92 76

100 94 98 90 97 85

97 91 96 86 92 73

99 96 98 92 96 84

Medium gain High gain

 Orientation is south–north.  Glazing ratio in the south wall is 0.35 and 0.25 in the north wall.  Occupied period is from 08:00 to 18:00.  Thermal mass is assumed as medium (some heavy structures, e.g. concrete slab with wooden floor or light-weight concrete walls).  Internal shading devices are applied to the southern window in summer.  The office room is located in a city.  The office is assumed to be medium gain (25 W/m2). The internal gain has been classified as low gain with 15 W/m2, medium gain with 25 W/m2 and high gain with 35 W/m2. Table 3 lists the U value of the building envelopes in each zone according to the Chinese design regulations [20,21]. 3.2. Results’ analysis Fifteen cases of different ventilation profiles and types in conjunction with different internal gains for the five cities have been simulated using the TRV model. The results of the high standard and low standard cooling potential of each case are listed in Tables 4–8. The monthly detailed results are very useful for

architects in designing natural ventilation for their buildings. From the simulation results we can summarise the following: (1) The natural ventilation cooling potential (NVCP) is greatly influenced by the combined effect of the local climate, the thermal properties of the building, ventilation types and profiles. The climate with the lower monthly mean external air temperature has the higher NVCP. For example, among these five cities, Kunming and Harbin have lower monthly mean external air temperatures than other cities and therefore they have higher NVCPs. However, the building’s thermal properties also have a significant impact. For example, the monthly mean external air temperatures in both Harbin and Kunming are about the same, but the NVCP in Kunming is greater than that in Harbin. This is because the insulation level of the external envelope (wall and window) in Harbin is much higher than in Kunming due to the Chinese building design regulations. (2) Internal heat gain has a significant impact on NVCP and should be considered in the strategic design stage. (3) In the Very Cold Zone, Day and Night cross-ventilation is sufficient for summer cooling in most cases. In the hottest months, July and August, the single-sided ventilation has less cooling potential. Thus Day only or Night only natural ventilation is not sufficient for office cooling in July and August. Therefore,

Table 8 Cooling potential of natural ventilation of Guangzhou (%) (medium thermal mass). Profiles

Day only

Internal gain

Low gain Medium gain High gain

Cross/single

May

September

Summer

HS

LS

June HS

LS

July HS

LS

August HS

LS

HS

LS

HS

LS

Cross Single Cross Single Cross Single

71 37 62 22 47 6

87 57 81 43 63 18

39 10 30 6 12 2

62 19 50 13 32 6

34 11 31 5 19 1

45 28 42 17 31 5

14 1 8 1 3 0

30 5 24 3 11 1

5 0 3 0 1 0

16 2 11 1 5 0

33 12 27 7 16 2

48 22 42 15 28 6

Night only

Low gain Medium gain High gain

Single Single Single

38 23 10

60 41 21

14 8 3

26 18 7

15 9 3

27 18 9

4 3 1

11 8 3

2 1 1

5 4 2

15 9 4

26 18 8

Day and night

Low gain

Cross Single Cross Single Cross Single

88 58 81 47 68 27

95 71 92 62 83 44

64 24 57 19 45 10

82 44 75 31 62 20

47 28 44 20 36 11

55 37 53 33 47 20

38 11 31 8 23 4

61 21 53 17 40 10

25 4 21 3 14 2

42 11 36 8 28 5

52 25 47 19 37 11

67 37 62 30 52 20

Medium gain High gain

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36

2703

Temperature Distribution during the office hours in July

34

Temperature °C

32

NVCPLS=80%

30 28

NVCPHS=63%

26 24 22 20 18

8 13 18 12 17 11 16 10 15 9 14 8 13 18 12 17 11 16 10 15 9 14

Time (hour) Fig. 3. Temperature distribution of Beiqijia Low-Energy Demonstration Building in July.

(5)

(6)

(7)

(8)

36

to the residential building studied by Graca [8] because Beijing has a greater day–night external temperature difference than Shanghai. 4. Case study A case study for a natural ventilation strategic design has been conducted for a Ministry of Construction Demonstration Project in Beijing. The exemplar low energy exhibition, conference and administrative headquarters for the Future House Exposition Site are in Beiqijia on the 5th Ring Road. The whole construction area of the building is about 7000 m2. The building has a north–south orientation. The building information is similar to the typical office building described above. The only difference is the U value of the building fabric. As this is an energy efficiency demonstration office building, a higher insulation level compared to the building regulations is proposed. The U value of the external wall is 0.35 W/m2 K instead of the standard one of 0.82 W/m K and the U value of the windows is 2.0 W/m2 K instead of standard one of 4 W/m2 K in order to achieve overall energy efficiency. An advanced shading device is proposed in this design. The internal gain is assumed to be in the medium range. Reviewing the results in Table 5, we can see that the NVCP in Beijing in summer is between 37 and 78% for High Standard and 47–86% for Low Standard. The initial indicators of NVCP demonstrate that there is a great potential to apply natural

Temperature Distribution during the office hours in August

34 32

Temperature °C

(4)

nighttime ventilation should be considered in the Cold Zone for a natural ventilation building when it is applicable. In the Cold Zone and the Hot Summer and Cold Winter Zone, natural ventilation is not sufficient for summer space cooling. A hybrid ventilation system is recommended for offices in this zone in order to use natural ventilation to provide space cooling in the high NVCP period and only operate air-conditioners when the natural ventilation cannot meet the spacecooling requirements. In the mild zone, full natural ventilation for an office building is highly recommended. For the office with a high internal gain, Day and Night cross-ventilation has higher efficiency than the single-sided one. In the Hot Summer and Warmer Winter Zone, natural ventilation cannot meet the space-cooling requirements, so mechanical cooling or air conditioning is desirable. The cooling potential of hybrid natural ventilation should be further studied for different control strategies. This issue is not discussed in this paper. The Night only ventilation profile is not suitable for office buildings, particularly for the office with higher internal gains, because the internal gains released during the daytime cannot be exhausted immediately and may therefore cause discomfort. The natural ventilation cooling potential of office buildings in Beijing is slightly higher than for Shanghai. This result is similar

NVCPLS=81%

30 28 26

NVCPHS=66%

24 22 20 18

8 13 18 12 17 11 16 10 15 9 14 8 13 18 12 17 11 16 10 15 9 14

Time (hour) Fig. 4. Temperature distribution of Beiqijia Low-Energy Demonstration Building in August.

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ventilation in office buildings in Beijing. Based on the analysis from the research output in Section 3, the architectural design team (Short and Associates) was convinced that hybrid natural ventilation in this building could achieve low energy consumption. Simulations for this specific building have been run using the TRV model to assess the NVCP. The structure of the building, from inside to outside, is made of aerated concrete plus 100 polystyrene boards plus an air layer and cladding panels, therefore it has been classified as heavy mass. Based on the building information, a dynamic simulation has been run for this strategic design. Figs. 3 and 4 show the temperature distribution during office hours. The comfort temperature is 26.3  C in July and 25.8  C in August according to Table 2. Therefore the comfort range will be between 22.8 and 29.8  C with low standard and 23.8 and 28.8  C with high standard in July; 22.3 and 29.3  C with low standard and 23.3 and 28.3  C with high standard in August. From the statistics, we can see that the NVCP will be 80% with the low standard level and 63% with the high standard level in July, and 81% with the low standard level and 66% with the high standard level in August. The simulation results give confidence to the designer to implement a hybrid ventilation system (as opposed to a fully airconditioned solution) in this Low-Energy Demonstration Building design. In order to enhance the natural ventilation, stack ventilation is proposed and a further detailed energy simulation will be performed using Energy plus. This is not the intention of this paper.

5. Conclusion There is a significant impact of multiple factors of climate, building properties, occupancy and operation profiles on the

performance of natural ventilation. Strategic natural ventilation design should consider not only the climatic conditions but also multiple factors such as the building’s thermal characteristics, the ventilation type and profile and internal gains. Accordingly, for the natural ventilation strategic design, the coupled thermal and airflow thermal resistant ventilation (TRV) model has been used to assess the natural ventilation cooling potential (NVCP) in the five climate zones of China. The outputs from this research will be useful to architects involved in natural ventilation design in China. They can also be useful as natural ventilation strategic design references for similar weather and building condition cases in the other parts of the world. The method of using the TRV model to assess natural ventilation cooling potential (NVCP) is universal though the case studies of natural ventilation strategic design for office buildings have been carried out in the five climate zones of China. The Low-Energy Office Building Demonstration project is the showcase of the application of this robust method for architects to assess natural ventilation potential at the early design stage. The detailed natural ventilation system design should be further analysed using more advanced simulation tools in the detailed design stage.

Acknowledgements The authors wish to acknowledge the funding from the Asia Link ‘‘Centre for Sino-European Sustainable Building Design and Construction’’ project for the collaboration work and the support from the project ‘‘Key Technologies on Control and Improvement of Building Indoor Thermal Environment’’(2006BAJ02A09) funded by the Chinese Ministry of Science and Technology under the Chinese Key R&D National 11th Five-Year Plan Programme.

Auxiliary heating & cooling

ventilation Lighting gains T3 Deep node

T2

V

auxiliary T1

light

Surface node

Ta Ambient node

Room node pc Casual gains

Solar gains

solar

conduction

R. Yao et al. / Renewable Energy 34 (2009) 2697–2705

Appendix 1. Thermal resistance network model [9]

(i) Node Room

C1

  dT1 ¼ a1 Fpc þ Fsolar þ Flight þ Fauxilary þ g12 ðT2  T1 Þ dt þ g1a ðTa  T1 Þ ðA1Þ

(ii) Node Surface

C2

  dT2 ¼ a2 Fpc þ Fsolar þ Flight þ Fauxilary þ g12 ðT1  T2 Þ dt ðA2Þ þ g23 ðT3  T2 Þ

(iii) Node Deep Mass

C3

dT3 ¼ g23 ðT2  T3 Þ þ g3a ðTa  T3 Þ dt

g1a ¼ Aglaze  Uglaze þ 0:3Vn

(A3) (A4)

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