Abstract
Solar shading devices play an important role in reducing cooling energy consumption and glare risk. This paper carried out a simulation based analysis on movable solar shading devices. Different blind angles are considered in order to determine the suitable solar shading performance for summer and winter conditions. Results show that the suitable slat angle is 20 degrees for summer conditions while it is 110 degrees for winter conditions. Furthermore, the fitting equations of solar shading performance for different blind dimensions are given in order to help designers select the suitable shading devices for applications. Introduction Building energy increases significantly in recent years in China and thus reducing building energy consumption has been considered as a strategy for sustainable development [1]. Solar shading devices play an important role in reducing cooling energy consumption as well as providing glare protection [2-8]. Blind shading is a very common energy saving measures in hot summer and cold winter zone [9]. However, the solar shading performance has not been determined in Ningbo city, a hot summer and cold winter zone city in China, due to the lack of suitable software programs for analyzing movable solar shades (the only building simulation program in this city is PKPM) [10]. Thus this paper tries to solve this problem in order to provide suggestions for designers. Methodology According to the design standard in China, the solar shading coefficient is calculated as follows: 2 1 Sc ax bx (1) Where / x A B , A and B is determined according to the Fig. 1. Coefficients of a and b are determined according to the following building simulation. 5th International Conference on Education, Management, Information and Medicine (EMIM 2015) © 2015. The authors Published by Atlantis Press 1047 Fig. 1 the dimension of the blind shading A typical room (3×3×3m) was modeled in the simulation software Energyplus [11] to carry out the building performance simulation. The external wall was a 240mm-brick wall and the other three internal walls, roof and floor were considered as adiabatic. The room temperature is set 26 oC for cooling and 18 oC for heating and the air-conditioners are running throughout the year to meet the indoor temperature setting. The total power density of miscellaneous loads (including lighting systems and occupants) is 4.3 W/m2. The slat angle of the blind shading is changed from 10 to 170 degrees with an internal of 10 degrees. The simulation will be used to calculate the SC value by the ratio of the transmitted solar radiation to the total solar radiation and then the coefficients of a and b will be determined for different blind dimensions as shown in Fig. 1. Results and Discussion Fig. 2 shows the transmitted solar radiation in cooling and heating seasons. It can be seen that the least solar transmittance is for the angle of 10 degrees while the largest is for the angle of 110 degrees. The corresponding SC values are calculated and shown in Fig. 3. It can be seen that the lowest SC value is about 0.1 while the highest is about 0.6. For summer conditions, it is better to use a lowest SC value which reduces the largest solar gains, while it is the opposite situation for winter conditions. However, the slat angle for summer conditions should also take into account the daylighting performance since a low daylight illuminance may harm to indoor occupants. Thus the daylighting simulation should also be taken to determine which angle is suitable for both daylighting and solar protection. Fig. 2 Relationship between transmitted solar radiation and slat angle
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