Study on the Optimizing Operation of Exhaust Air Heat Recovery and Solar Energy Combined Thermal Compensation System for Ground-Coupled Heat Pump

Wang, Kuan; Li, Nianping; Peng, Jinqing; He, Yingdong

doi:https://doi.org/10.1155/2017/6561797

International Journal of Photoenergy

On this page

Abstract Introduction Results and Analysis Conclusions Acknowledgments References Copyright Related Articles

Special Issue

Solar Energy and PV Systems in Smart Cities

View this Special Issue

Research Article | Open Access

Volume 2017 | Article ID 6561797 | https://doi.org/10.1155/2017/6561797

Study on the Optimizing Operation of Exhaust Air Heat Recovery and Solar Energy Combined Thermal Compensation System for Ground-Coupled Heat Pump

Kuan Wang,¹Nianping Li,¹Jinqing Peng,¹and Yingdong He¹

Academic Editor: Angell A. Bayod

Received09 Aug 2016

Revised22 Nov 2016

Accepted30 Nov 2016

Published01 Jan 2017

Abstract

This study proposed an exhaust air heat recovery and solar energy combined thermal compensation system (ESTC) for ground-coupled heat pumps. Based on the prediction of the next day’s exhaust air temperature and solar irradiance, an optimized thermal compensation (OTC) method was developed in this study as well, in which the exhaust air heat recovery compensator and solar energy compensator in the ESTC system run at high efficiency throughout various times of day. Moreover, a modified solar term similar days group (STSDG) method was proposed to improve the accuracy of solar irradiance prediction in hazy weather. This modified STSDG method was based on air quality forecast and AQI (air quality index) correction factors. Through analyzing the operating parameters and the simulation results of a case study, the ESTC system proved to have good performance and high efficiency in eliminating the heat imbalance by using the OTC method. The thermal compensation quantity per unit energy consumption (TEC) of ESTC under the proposed method was 1.25 times as high as that under the traditional operation method. The modified STSDG method also exhibited high accuracy. For the accumulated solar irradiance of the four highest daily radiation hours, the monthly mean absolute percentage error (MAPE) between the predicted values and the measured values was 6.35%.

1. Introduction

Ground-coupled heat pump (GCHP) systems are commonly utilized in many countries [1, 2]. However, the efficiency of most of GCHP systems decreases over time due to underground thermal imbalance [3–6]. Previous researchers have addressed this problem from a variety of perspectives: increasing borehole spacing or depth, using ground heat exchangers in different zones or increasing the natural heat recovery time by reducing the operation time of each ground loop zone [7–10]. Existing solutions for underground thermal imbalance are useful but merit further improvement. Increasing borehole spacing is limited to geological conditions, construction difficulties, and engineering costs; reducing the operation time of ground heat exchangers in each area necessitates extra boreholes, requiring more space and raising initial costs [11, 12].

Many new buildings in China have been constructed with hybrid-GCHP systems designed to minimize underground thermal imbalance [13–15]. In cold regions, boilers or solar systems are often applied to compensate for hybrid-GCHP heating operation [1, 16–21]. Boilers can effectively prevent cold accumulation in a hybrid-GCHP, but as they run on fossil fuels, their energy efficiency is low. Si et al. [22] analyzed the performance of a GCHP system assisted by solar collectors to find that supplementation with solar energy indeed keeps the system running efficiently over long-term operation. In another study on the use of solar collectors to supplement ground heat exchangers, scholars found that the combination effectively recovers the wall temperature of boreholes [23]. However, the stability, efficient working hours and effective heating loads of the solar thermal compensation and heating are not ideal enough for cold regions, due to the impact of hazy, cloudy weather conditions and low outdoor temperature [24, 25]. Some new solar energy systems that show potential as compensators were developed in [26, 27]. However, these systems cannot work well enough during the cold winter months in northern China. Nonetheless, the solar irradiance is sufficient during the nonheating seasons, especially in summer months. Although solar energy can be applied for heat compensation, thermal storage, and elimination of cold accumulation throughout the year, it is clearly that gathering solar energy could increase soil temperature and reduce the efficiency of the cooling system significantly in summer [24, 25, 28]. You et al. [29] attempted to resolve the GCHP thermal imbalance problem by designing an air-source heat compensator to solve the underground thermal imbalance of GCHP. However, the initial cost and extra operation energy consumption of the air-source heat compensator are relatively high. Wu et al. [30] reported that the ground-source absorption heat pump was superior to the ground-source electrical heat pump and the former could be used as a potential solution for eliminating the ground thermal imbalance of GCHP in cold regions. However, the ground-source absorption heat pump is not suitable for the buildings that required long-period cooling due to the relatively low coefficient of the performance for cooling.

Also, although numerous studies focusing on the exhaust air heat recovery have been conducted [31–33], few studies were reported to recover waste heat from the exhaust air of the electricity transformation and distribution (ETD) room. However, the exhaust air of ETD rooms is a good low-grade energy resource for waste heat recovery and heat compensation, since its temperature is high and the ETD room runs on the same schedule as GCHP systems.

Aiming to improve the efficiency of the hybrid solar energy heat compensator for ground heat exchangers, this study proposed a new exhaust air heat recovery and solar energy combined thermal compensation system (ESTC) for ground-coupled heat pumps. A novel optimized thermal compensation (OTC) method based on parameters predictions was also developed correspondingly.

2. ESTC-GCHP System

2.1. ESTC-GCHP System

A schematic diagram of the ESTC-GCHP is shown in Figure 1. This system integrates an exhaust air heat recovery unit (EAHRU) and a solar thermal collector on the ground heat exchanger loop of the conventional GCHP system for thermal compensation. The ESTC-GCHP has three different kinds of operating modes: heating (cooling) mode, heating plus heat recovery mode, and thermal compensation mode. Thermal compensation in the latter two modes can be achieved by the EAHRU and/or solar collector. The EAHRU also includes a by-pass air pipe and two switching air valves through which exhaust air is directly discharged in spring and summer. The status of each motor-driven valve under the three operation modes is shown in Table 1. In this study, the EAHRU uses the exhaust air from the ETD room as the air source, because the ETD room has high indoor temperature and runs on the same schedule as the heating system. Moreover, there is a complementary relationship between the ETD-EAHRU and the solar collector.

2.2. Corresponding Zone Scale of ESTC

The EAHRU system recovers and uses “free” dissipation heat of power distribution equipment in ETD room. Thus the EAHRU’s thermal compensation capacity is essentially determined by the scale of the ETD room. For most of the GCHP-heating buildings which contain an ETD room or are close to a district-level ETD room, the EAHRU has a good chance to play an important role in heat compensation. The following equation was defined to estimate the heating load () of the construction zone to be served by the EAHRU:, , , and in (1) can be determined by load simulation and the method in Section 3.1 during the HVAC design stage.

The capacity of solar collectors in the ESTC can be adjusted by increasing or decreasing the quantity of solar collectors. Thus, when designing and applying an ESTC system, it is necessary to estimate and determine the corresponding building zone scale of the EAHRU system at first. After that, the scale of solar collectors can be determined. In this way, the heat compensation capacity of the EAHRU and ESTC could match not only the scale of the construction zone but also that of the corresponding ground heat exchanger zone.

3. OTC Method

For the purpose of improving the operation efficiency of the ESTC system, an optimized thermal compensation (OTC) method was developed in this section. To examine the necessity of the proposed OTC method, the daily variation tendency of ESTC thermal compensation capacity was discussed firstly.

3.1. Thermal Compensation Capacity of the ESTC

3.1.1. Capacity of the EAHRU

Due to the relatively low moisture content of the ETD room exhaust air, there was only sensible heat exchange process in the EAHRU examined here. The heat compensation capacity of the EAHRU can be calculated using the temperature of the exhaust air and the performance model provided by manufacturers. Figure 2 shows the calculated thermal compensation capacity of an EAHRU in a typical building in Beijing under 15°C inlet water temperature and various ETD room exhaust air temperatures on January 15, 2015. The thermal compensation capacity and exhaust air temperature share similar trends and are almost entirely unaffected by outdoor temperatures.

3.1.2. Capacity of Solar Collectors

The capacity of solar collectors can be calculated by the following equations based on the performance model provided by manufacturers [34, 35]:where is the heat-collecting capacity of the solar collector (W), is the hourly solar irradiance quantity (J/m²·h), is the solar fraction (%), is the average efficiency of the solar collector based on the gross collector area (%), is the heat loss rate of pipeline and heat storage device (%), and is the gross collector area (m²).where is the heat collector efficiency when (%), is a constant with as a reference, is the normalized temperature difference (m²·K/W), is a constant with as a reference, and is total solar irradiance (W/m²).where is the normalized temperature difference (m²·K/W), is the working medium inlet temperature of the solar collector (°C), and is the ambient temperature (°C).

Figure 3 shows the calculated thermal compensation capacities of solar collectors on a typical day as-calculated via (2)–(4). As shown in Figure 3, the thermal compensation capacity of the solar collectors changed with varying solar irradiance.

3.2. OTC Method

3.2.1. Principle of OTC Method

At the same circulating water temperature, the thermal compensation capacity of the EAHRU and solar collectors in the ESTC system were mainly determined by the temperature of the exhaust air and the solar irradiance, respectively. As shown in Figures 2–4, the maximum and minimum values of the exhaust air temperature and solar irradiance appeared at different times. Thus, the peak thermal compensation capacity of the EAHRU and the solar collectors also emerged at different times. Furthermore, the thermal compensation capacity per unit energy consumption of the EAHRU and solar collectors were different in the two systems. Thus, the high-efficiency operating periods of these two systems were also different.

As shown in Figure 4, the extremum of the thermal compensation capacity of EAHRU occurred in the morning and evening when the electrical load of the air conditioning and lighting systems was highest in winter. However, the extremum of the solar radiation intensity and thermal compensation capacity of solar collectors occurred at noon. Therefore, it is necessary to set an appropriate operation schedule for these two systems.

To ensure both systems (and the ESTC as a whole) operate efficiently, we proposed an optimized thermal compensation (OTC) method based on the parameters prediction. Figure 5 shows the flow chart of the OTC method. Based on the weather forecast parameters, predictions of the next day’s exhaust air temperature and solar irradiance are primarily needed in the OTC method. These predicted values can subsequently be used to calculate the thermal compensation capacity of the EAHRU and solar collectors. Finally, the highest efficiency period of the EAHRU and solar collectors during the day could be set as the effective working time for the next day’s schedule.

The proposed OTC method can be used to improve the thermal compensation efficiency of the EAHRU and solar collectors combined thermal compensation system. For example, during times when the solar radiation intensity is low at dusk, the building’s heat gain and thermal compensation efficiency of the solar collectors decrease though the heating load of the building increases. The increasement of heating load then leads to the improvement of the electrical load and the rising of exhaust air temperature of the ETD room. Consequently, the thermal compensation capacity and efficiency of the EAHRU are enhanced with higher inlet air temperature. Under the OTC method, the EAHRU runs during this period while the solar collectors are shut off.

Applying the OTC method, both the EAHRU and the solar thermal systems can operate in the high-efficiency period. However, the method requires accurate prediction of the next day’s ETD room exhaust air temperature and solar irradiance. Thus, parameters prediction method is an essential part of the OTC method.

3.2.2. Parameter Prediction Method

(1) Prediction of Exhaust Air Temperature. The exhaust air temperature of the ETD room not only is associated with the temperature of the makeup air from outdoors but also has a positive correlation with the equipment heat dissipation of the building’s electrical load (including the air conditioning system’s electrical load, illumination load, elevator load, office equipment load, and kitchen equipment load).

Thus, we used a modified GM model [36, 37] based on temperature measurements and weather forecast parameters to predict the next day’s hourly dry-bulb temperatures of the ETD room exhaust air. The principles of the modified GM model are as follows.

For any given time series data,

In this study, the time series data are the hourly dry-bulb temperatures of the ETD room exhaust air. Through the first-order accumulated generating operation (1-AGO), the regular and smooth new data sequence is obtained from the original data sequence:where

Therefore, the first-order differential equation is established as GM :

The solution is

Then, the predicted values for the original data can then be obtained by the inversed accumulated generating operation:

To improve the calculation accuracy, we used the following day’s three-hourly maximum and minimum temperature forecasts by the China Meteorology Administration to calculate the scale factors for every three-hour period from 00:00 to 24:00.

The scale factors of the GM (1, 1) model can be defined as

The grey model (GM (1, 1)) corrected by the forecasted weather data is called the modified grey model (modified GM (1, 1) model). The exhaust air’s dry-bulb temperature on January 15, 2015, (i.e., a typical working day) was taken as an example. As shown in Figure 6, the curve of the predicted dry-bulb temperature matches that of the measured values; the MAPE of the hourly dry-bulb temperature for nine hours of this typical day was 6.41%, which is acceptable.

(2) Prediction of the Next Day’s Hourly Solar Irradiance. The “solar term similar days group” (STSDG) method [38], a solar irradiance prediction method that utilizes DeST meteorological library and weather forecast parameters as inputs, was applied here for hourly solar irradiance correction. MARKOV chain and Collares-Pereira and Rabl model were used to calculate the hourly total solar irradiance of the DeST meteorological library [39]. The direct and diffuse radiations were calculated by using Liu and Jordan model [40].

The 360-degree solar celestial longitude was divided into 24 equal parts of 15 degrees each, as a solar term, by ancient Chinese scholars. We subdivided a whole year into 72 equal parts of 5 degrees each, each with a duration of 5 to 6 days. A “solar term similar days group” (STSDG) was defined for the 5 to 6 day periods with similar solar irradiance and meteorological conditions [38]. As an example, the similar days group subdivision period from January 6 to February 18 is shown in Table 2.

Assuming that atmospheric pollution influence is ignored in the STSDG method, the relation between total solar irradiance and a given period of solar irradiance outside the atmosphere is associated with cloud amount (the volume of cloud). Clearness index can be used to measure the cloud amount degree [41–45]. Clearness index () is the ratio of the total horizontal solar radiance on the earth to the solar irradiance of extraterrestrial [46].

It is worth noting that, due to the good air quality during the summer in Beijing [47], the decay in forecast accuracy caused by air pollution is negligible when the STSDG method is used during the summer months. However, the impact of air pollution on solar irradiance prediction accuracy must be taken into account in certain regions (some large metropolitan areas such as Beijing and New Delhi) during the winter, due to the high frequency of severe air pollutants in these regions in recent years [48].

Qi et al. [49] provided a meaningful discussion on air pollution as an important factor affecting the surface total solar irradiance in China. Based on three years of observational data published by the National Weather Service and National Environmental Quality Inspection Station, Wang et al. [50] identified a regressive relation between air quality index (AQI) and global solar irradiance under sunny weather condition. Tao et al. [51] found that the AQI has a significant influence on global solar irradiance when the cloud amount is low (CL < 0.3), but, under higher cloud amount or in foggy weather, the AQI has negligible influence when the solar irradiance is mainly reduced by cloud or fog. Based on previous studies, this manuscript adopted a modified STSDG method in which the maximum hourly global solar irradiance in low cloud days (CL < 0.3) predicted by the normal STSDG method is corrected using an AQI correction factor calculated based on [51]. Figure 7 shows the correction factor of global solar irradiance based on AQI. The corresponding weather conditions of low cloudy day (CL < 0.3) in weather forecasting are sunny or sunny with haze.

Also, due to the severe air pollution condition, the Meteorology Administration in Beijing has integrated air quality forecast with the weather forecast during winter months. When the weather condition is cloudy and the air pollution degree exceeds “mild” levels (AQI > 100), the weather conditions in Beijing are officially described as “hazy.” The air pollution forecast based on AQI according to the air quality index code [52] is also provided at the same time. Table 3 gives the relations between clearness index, weather, air quantity forecast, and the solar irradiance of Beijing in the similar days group (XH-2) according to the traditional STSDG method. Two kinds of new possible weather conditions, which are haze with severe or heavy pollution ( AQI > 200) and haze with medium or mild pollution (200 > AQI > 100), were added in this table to take advantage of the upgraded weather forecast.

Table 4 shows the process using modified STSDG method to forecast solar irradiance in similar days. Due to the randomness of instantaneous meteorological conditions and other factors, the MAPE of maximum global solar irradiance obtained via STSDG method was 18.26%, which is close to that obtained via traditional prediction methodology [53].

In the buildings that utilize solar energy systems in winter to compensate heat for underground heat exchangers, it is necessary to calculate the accumulated quantity of heat gain by solar collectors to determine the total heat compensation quantity rather than to calculate the transient heat gain. Thus, during solar irradiance prediction, it is very important to obtain accurate accumulated solar irradiance during high-efficiency periods. Figure 8 is the comparison of the predicted and measured hourly global solar irradiance on a typical day. The absolute percentage error (APE) of the predicted hourly global solar irradiance was relatively high, averaging 18.5%. However, the APE between the predicted and measured values of accumulated daily solar irradiance was only 4.7%. In the four time points with the highest global solar irradiance (11:00 to 14:00), the APE between the accumulated measured value and accumulated forecasted value of global solar radiation was only 8.60% in the typical day. The results were similar for other days. Consequently, although using the modified STSDG method to predict hourly solar irradiance is not quite sufficiently accurate, the results do have good accuracy regarding accumulated solar irradiance.

4. Experiment of ESTC

To evaluate the performance of the ESTC-GSHP system and OTC method, an office building installed with an ESTC-GSHP system was chosen as the research object in this study, and a one-year experimental operation was conducted.

4.1. Research Object

The air conditioning system in the building examined here was designed with zonal cooling and heating to adapt to the operational demands of the ESTC system. The selected experimental zone for ESTC has a simulated maximum cooling load of 139.8 kW and a simulated maximum heating load of 151.2 kW. The building has an ETD room equipped with two 630 kVA transformers which deliver service to the office building and several nearby buildings. A mechanical exhaust system was adopted to remove heat released by the equipment. The heating load of the construction zone served by EAHRU () was 98.7 kW by our calculations based on (1), which accounted for 65.3% of the total heating load of the building. Combined with the solar collectors, 100% of the ground heat exchanger could be thermally compensated for by the ESTC system in this building. In other buildings with relatively smaller ETD room or larger heating load, more solar collectors can be applied to ensure the sufficient quantity of thermal compensation.

4.2. Experimental Method

A one-year operating test was conducted from January 12, 2015, to January 12, 2016, in the office building described above. The transition season was defined as the period between September 20 and November 14 and the heating season between November 15 and March 15 of the following year. To minimize the effect of thermal compensation on the cooling efficiency in summer, the ESTC-GCHP system was put into service in autumn and winter and taken out of service in spring and summer.

An automatic control system was employed to control and monitor the heat pump unit, the ground heat exchanger circulating pump, the heating circulating pump, and various electrically operated water valves and air valves, as well as to measure and record the water inlet/outlet temperatures of the condenser and evaporator of the heat pump unit. The supply and return water temperatures and heat exchange quantity of the ground heat exchanger were measured by a set of thermal meters on the main supply and return water pipelines. Seven PT1000 temperature sensors installed in the measuring well at intervals 10 m from the ground surface in the ground heat exchanger zone measured the underground rock-soil mass temperature; the average of the seven measured temperatures was considered the formation temperature of the underground rock-soil mass.

4.3. Optimal Operation

Both compensation systems functioned with better performance after they were optimized through OTC method. Thus, OTC method owns large potentials for both improving the efficiency and reducing the energy consumption of thermal compensation. The operation schedules of both thermal compensation systems on January 15, 2015, are shown in Table 5. The system began to operate at 7:30 am, half an hour before the working time. As shown in Table 5 and Figure 4, the EAHRU and solar collectors were set to work at their high-efficiency periods according to the thermal compensation capacities, which were calculated based on the predicted exhaust air temperature and solar irradiance.

5. Results and Analysis

5.1. Evaluation Index

The following indexes were defined to evaluate and analyze the performance of the ESTC-GCHP system.

5.1.1. Thermal Compensation Per Unit Energy Consumption (TEC)

TEC was defined as the ratio of the thermal compensation quantity () to the power consumption during the thermal compensation process ():

The higher the efficiency of the thermal compensation system, the greater the TEC value.

5.1.2. Correlation Coefficient

The correlation coefficient is used to evaluate the linear correlation between the solar irradiance and AQI [54]:where and are two groups of different variables.

5.1.3. Thermal Imbalance Ratio (TIR)

TIR was defined to assess the thermal imbalance level of the ground heat exchanger:where is the annual accumulated heat rejected into underground during the cooling season and is the annual accumulated heat extracted from underground during the heating season [55].

5.2. Underground Thermal Balance Analysis

The performance of the ESTC-GCHP system in the office building was simulated by using TRNSYS. A traditional GCHP system with the same capacity was also simulated. The TRNSYS types used in this study were listed in Table 6.

Figure 9 illustrates the TIR of GCHP and ESTC-GCHP in 10 years. As shown in Figure 9, the normal GCHP system’s TIR was higher, the annual average value was −21.23%, and the peak was −34.8% in the first year. By contrast, the TIR of the ESTC-GCHP system showed no significant change over 10 years of operation and was smaller than 2.50% all the time. The average value of TIR in 10 years was 1.78%, and the calculated TIR based on experimental data in the first year was 2.16%. These results indicate that the ESTC-GCHP system is a feasible and effective approach to resolving underground thermal imbalance.

5.3. Soil Temperature

The simulated average annual soil temperatures of the GCHP and the ESTC-GCHP systems are presented in Figure 10. As shown in Figure 10, the average soil temperature of the GCHP system dropped from 16.63°C to 13.01°C, while the mean annual temperature declined 0.36°C during the 10-year operation period. However, the underground temperature of the ESTC-GCHP system was relatively more stable overall, with a drop of only 0.11°C (from 16.13°C to 16.02°C) over the 10-year period, since the heat extracted from soil was approximately equal to the rejected heat. These results show that the ESTC-GCHP system can compensate for heat losses to the ground heat exchanger and could be used to efficiently eliminate the continuous decline of underground temperatures.

Due to the large thermal inertia of soil, short transient parameters cannot reflect the heat balance of the ground heat exchanger. Thus, the weekly average temperature was adopted to represent the thermal balance conditions of the soil on a yearly basis. As shown in Figure 11, during the first year of the operational test, the week-round soil average temperature for the first week was found to be 16.62°C. The mean soil temperature of the last week was 15.89°C, which decreased to 0.73°C in a year. The measured soil average temperature of the ESTC-GCHP system in the first week was 16.81°C, while it was 17.57°C in the last week. In other words, the soil temperature slightly increased instead of decreasing, indicating that the rejected thermal quantity already exceeded the extracted thermal quantity of the ESTC-GCHP system.

5.4. Prediction Results of Exhaust Air Temperature of ETD Room

Office buildings and other large commercial buildings provide better conditions for the prediction of electric load and other related parameters due to standardized property management and routine work hours. Thirty-one days (January 12 to February 11, 2015) were taken as a typical month. Figure 12 shows the low and slowly decreasing APE of the predicted ETD’s exhaust air temperature determined by using modified GM (1, 1) model in the typical month; the monthly MAPE was 4.26%.

The historical data input to the modified grey model in the early days of the operation period were collected during the trial operation; thus the APE of early days was high. However, the accuracy of the forecasting model was improved along with the accumulation of historical data during the official operation period. Thus, the modified grey model could accurately forecast the exhaust temperature of the ETD room. Moreover, the MAPE between the calculated and measured values of thermal compensation quantity, 8.1%, was within an acceptable range. Additionally, the MAPE between the calculated and the measured values of cumulative thermal compensation quantity was 6.9%. Therefore, the prediction accuracy was satisfactory for the planning of the next day’s system operation schedule.

5.5. Prediction Results of Solar Irradiance

A comparison of the next day’s predicted and measured global solar irradiance over a typical month is shown in Figure 13. The daily variation trend of these two values was coincident, but not without error. The MAPE between the measured global solar irradiance and the global solar irradiance predicted via modified STSDG method was 11.19% for a typical winter month but was 26.71% according to the traditional STSDG model.

As shown in Figure 14, in the typical month, a high negative correlation between the extremum of AQI and the maximum of global solar irradiance was found through the analysis of measured values. The maximum of solar irradiance decreased as AQI increased. R² of the linear correlation between these two parameters was 0.516, and the correlation coefficient () was −0.719.

Additionally, Figure 15 shows that the measured daily accumulated global solar irradiance of a typical month was highly correlated with daily max value of AQI. The correlation coefficient between these two parameters was −0.616. The predicted daily accumulated global solar irradiance determined via modified STSDG method exhibited higher accuracy; the MAPE between the predicted and measured values was 8.23% for a typical month. Furthermore, as shown in Figure 16, the accumulated global solar irradiance of the four-hour period with the highest radiation was more accurately predicted; the monthly MAPE was 6.35%. The correlation coefficient () with AQI was −0.530.

Since there is high correlation in winter between the maximum global solar irradiance and AQI, it is crucial to include the AQI correction factor in the modified STSDG method to improve the prediction accuracy of global solar irradiance during polluted weather conditions. The comparison results indicated that the modified STSDG method has better prediction accuracy than the traditional STSDG method.

Moreover, as shown in Figure 17, R² of the linear correlation between the measured daily extreme values of AQI and solar irradiance was 0.2197 for the whole year, much lower than R² value for a typical winter month. The correlation coefficient () for the year was −0.469, which was also much lower than that in the typical month. These results indicated insignificant correlation between these two extreme values over a one-year period, since the air quality in Beijing is much better in spring and summer than in autumn and winter.

Figures 18 and 19 demonstrate that the predicted heat-collecting capacities by solar collectors were close to the measured values and were highly negatively correlated with AQI over the typical month we assessed. The MAPE between the predicted daily maximum heat-collecting capacities and the measured extremums was 13.15%. Moreover, in regard to the accumulated values of the four highest radiation hours, the MAPE was as low as 7.63%.

5.6. Comparison between Conventional Strategy and OTC Method

An operation experiment of thermal compensation system was conducted in the office building for a whole year, from January 12, 2105, to January 12, 2016. In this experiment, the OTC method was adopted to determine the operation schedules for the EAHRU and solar collectors. Using January 15, 2015, as an example day, as shown in Figure 4 and Table 5, the EAHRU was set to work during the high exhaust air temperature period, while the solar collectors can work during the high solar irradiance period in OTC operation mode. As shown in Figures 20 and 21, the OTC operation mode fully took advantage of the high-efficiency period of the EAHRU and solar collectors based on the predicted parameters shown in Figures 6 and 8. The results shown in Figure 22, however, indicate that, compared with the normal combined operation mode, a small portion of heat was abandoned during OTC operation when the system was stopped during the low-efficiency period.

Nevertheless, as shown in Figures 23 and 24, the daily accumulated energy consumption of OTC operation mode was much lower than that of the normal combined operation mode. The daily accumulated TEC of OTC operation mode was also much higher than the normal combined operation mode. Although the thermal compensation quantity under OTC operation mode was 75.7% of that under conventional one, the corresponding electrical energy was merely 55.6%, which means OTC operation mode is superior to normal one.

Figure 25 illustrates the yearly comparison of TEC, energy consumption, and thermal compensation of the OTC operation mode and traditional combined operation mode. As shown in Figure 25, the measured yearly accumulated energy cost and accumulated thermal compensation quantity of the OTC operation mode were 59.1% and 73.8% of the corresponding values of the normal combined operation mode. Thus, the yearly TEC of the OTC operation mode was 1.25 times as high as the TEC of the normal operation mode.

5.7. Estimation of Macroscale Benefit of OTC Method

The ESTC system and OTC method exhibits favorable potential application. As indicated in the “13th Five-Year” national development plan of China, by 2020, the cumulative application building area of ground-source heat pump is expected to reach 1.6 billion square meters. Specially, the corresponding heating area in cold region of China will exceed 500 million square meters, and 60% of this area will require thermal compensation. Compared with conventional thermal compensation system, the annual saved electricity achieved by applying ESTC system for thermal compensation in OTC mode will be 7.68 × 10⁸ kWh/yr., which means 113.2 million US dollars for energy expenses will be reduced each year and the carbon dioxide emission will decrease by 7.66 × 10⁵ Ton/yr. Furthermore, more considerable energy consumption reduction can be expected if the proposed ESTC system and OTC method are adopted in other countries.

6. Conclusions

To improve the thermal compensation efficiency of GCHP systems in cold regions, an ESTC thermal compensation system which integrated an ETD room exhaust air heat recovery system and a solar energy system was proposed in this study. An optimized thermal compensation method (OTC method) based on the prediction of the next day’s exhaust air temperature and the solar irradiance was also proposed and investigated. Moreover, a modified STSDG method was presented and utilized for predicting the solar irradiance. An operation experiment and a series of TRNSYS simulations were conducted to evaluate the ESTC system and those two approaches. Based on the results of the experiment and simulations, the following conclusions were drawn:(1)The ESTC system including ETD room exhaust air heat recovery and solar energy components can effectively compensate heat to the ground heat exchanger. During the 10-year simulation period, the simulated TIR of the ESTC -GCHP was below 2.5%; the calculated TIR based on experimental data in the first year was −2.16%.(2)The correlation between the daily maximum values of global solar irradiance and AQI was relatively high in a typical winter month; R² of the linear correlation between these two values was 0.516 and the correlation coefficient was −0.719. Thus, it is quite necessary to introduce the AQI correction factor in the modified STSDG method or other prediction methods to improve the prediction accuracy of global solar irradiance in weather conditions that include heavy air pollution.(3)Compared with the traditional STSDG method, the prediction accuracy of the modified STSDG method was significantly improved in the hazy weather with high AQI. For the accumulated solar irradiance of the four highest radiation hours, the MAPE between the predicted and measured values was 6.35%.(4)By using the OTC method, the energy consumption of the thermal compensation process was reduced significantly. The TEC of this approach was 1.25 times as high as the traditional combined operation method.

These results indicated that both the ESTC system and the OTC method are effective and highly efficient. This study will promote more efficient and extensive application of solar-GCHP systems and exhaust air heat recovery systems. Moreover, the ideas of OTC method and the modified STSDG method can also be applied to further researches on other hybrid-GCHP systems or hybrid solar energy systems.

Nomenclature

:	Empirical constants
:	A constant which puts as a reference
:	A constant which puts as a reference
:	The gross collector area (m²)
:	Empirical constants
CL:	Cloud amount
:	Solar fraction (%)
:	Total solar irradiance (W/m²)
:	The total horizontal solar radiance (W/m²)
:	Horizontal solar irradiance outside the atmosphere (W/m²)
:	The hourly solar irradiance quantity (J/m²·h)
:	Clearness index
:	Thermal compensation quantity (kWh)
:	Power consumption of thermal compensation (kWh)
:	The annual accumulated heat extracted from the ground (kWh)
:	The annual accumulated heat rejected into the ground (kWh)
:	The heating load of the construction zone to be served by EAHRU (kW)
:	The heat-collecting capacity of the solar collector (W)
:	The total heating load of the building (kW)
:	The annual accumulated heat recovery (kWh)
:	Correlation coefficient
:	The working medium inlet temperature of the solar collector (°C)
:	The ambient temperature (°C)
:	Time (hr)
:	The normalized temperature difference (m²·K/W)
:	Hourly dry-bulb temperatures (°C)
:	Average temperature between (°C)
:	Forecasted maximum temperature (°C)
:	Forecasted minimum temperature (°C)
:	predicted maximum dry-bulb temperature (°C)
:	Predicted minimum dry-bulb temperature (°C)
:	Predicted value (°C).

Abbreviations

AGO:	Accumulated generating operation
APE:	Absolute Percentage Error
AQI:	Air quality Index
DeST:	An Integrated Building Simulation Toolkit
EAHRU:	Exhaust air heat recovery unit
ESTC:	Exhaust air heat recovery and solar energy combined thermal compensation system
ETD:	Electricity transformation and distribution
GCHP:	Ground-coupled heat pump
HVAC:	Heating, Ventilating and Air Conditioning
MAPE:	Mean absolutely percentage error
GM:	Grey model
GM:	Grey model
OTC:	Optimized thermal compensation
STSDG:	Solar term similar days group
TEC:	Thermal compensation capacity per unit energy Consumption
TIR:	Thermal imbalance ratio.

Greek Letters

:	Scale factor for maximum temperature
:	Scale factor for minimum temperature
:	The average efficiency of solar collector based on the gross collector area (%)
:	Heat loss rate of pipeline and heat storage device (%).

Competing Interests

The authors declare that they have no competing interests.

Acknowledgments

This work was financially supported by the National Natural Science Foundation of China (Project no. 51578220). The authors would like to express the heartfelt thanks to all people participating in the experiments.

References

Z. Qi, Q. Gao, Y. Liu, Y. Y. Yan, and J. D. Spitler, “Status and development of hybrid energy systems from hybrid ground source heat pump in China and other countries,” Renewable and Sustainable Energy Reviews, vol. 29, pp. 37–51, 2014.
View at: Publisher Site | Google Scholar
X. Q. Zhai, M. Qu, X. Yu, Y. Yang, and R. Z. Wang, “A review for the applications and integrated approaches of ground-coupled heat pump systems,” Renewable and Sustainable Energy Reviews, vol. 15, no. 6, pp. 3133–3140, 2011.
View at: Publisher Site | Google Scholar
I. Sarbu and C. Sebarchievici, “General review of ground-source heat pump systems for heating and cooling of buildings,” Energy and Buildings, vol. 70, pp. 441–454, 2014.
View at: Publisher Site | Google Scholar
X. Li, Z. Chen, and J. Zhao, “Simulation and experiment on the thermal performance of U-vertical ground coupled heat exchanger,” Applied Thermal Engineering, vol. 26, no. 14-15, pp. 1564–1571, 2006.
View at: Publisher Site | Google Scholar
C. Xi, L. Lin, and Y. Hongxing, “Long term operation of a solar assisted ground coupled heat pump system for space heating and domestic hot water,” Energy and Buildings, vol. 43, no. 8, pp. 1835–1844, 2011.
View at: Publisher Site | Google Scholar
Z. Liu, W. Xu, C. Qian, X. Chen, and G. Jin, “Investigation on the feasibility and performance of ground source heat pump (GSHP) in three cities in cold climate zone, China,” Renewable Energy, vol. 84, pp. 89–96, 2015.
View at: Publisher Site | Google Scholar
W. Yang, Y. Chen, M. Shi, and J. D. Spitler, “Numerical investigation on the underground thermal imbalance of ground-coupled heat pump operated in cooling-dominated district,” Applied Thermal Engineering, vol. 58, no. 1-2, pp. 626–637, 2013.
View at: Publisher Site | Google Scholar
H. Cho and J. M. Choi, “The quantitative evaluation of design parameter's effects on a ground source heat pump system,” Renewable Energy, vol. 65, pp. 2–6, 2014.
View at: Publisher Site | Google Scholar
R. Fan, Y. Gao, Y. Pan, and Y. Zhang, “Research on cool injection and extraction performance of borehole cool energy storage for ground coupled heat pump system,” Energy and Buildings, vol. 101, pp. 35–44, 2015.
View at: Publisher Site | Google Scholar
M. Yu, K. Zhang, X. Cao, A. Hu, P. Cui, and Z. Fang, “Zoning operation of multiple borehole ground heat exchangers to alleviate the ground thermal accumulation caused by unbalanced seasonal loads,” Energy and Buildings, vol. 110, pp. 345–352, 2016.
View at: Publisher Site | Google Scholar
W. Ji, T. You, S. Bai, W. Shi, and B. Wang, “Effects of ground heat exchanger design parameters on performance of ground-source heat pump systems in cold zone,” Journal of HV&AC, no. 3, pp. 113–118, 2015.
View at: Google Scholar
Q. Zhang, N. Lv, S. Chen, H. Shi, and Z. Chen, “Study on operating and control strategies for hybrid ground source heat pump system,” Procedia Engineering, vol. 121, pp. 1894–1901, 2015.
View at: Publisher Site | Google Scholar
K. Allaerts, M. Coomans, and R. Salenbien, “Hybrid ground-source heat pump system with active air source regeneration,” Energy Conversion and Management, vol. 90, pp. 230–237, 2015.
View at: Publisher Site | Google Scholar
R. Fan, Y. Gao, L. Hua, X. Deng, and J. Shi, “Thermal performance and operation strategy optimization for a practical hybrid ground-source heat-pump system,” Energy and Buildings, vol. 78, pp. 238–247, 2014.
View at: Publisher Site | Google Scholar
M. Guo, N. Diao, Y. Man, and Z. Fang, “Research and development of the hybrid ground-coupled heat pump technology in China,” Renewable Energy, vol. 87, part 3, pp. 1033–1044, 2016.
View at: Publisher Site | Google Scholar
G. Emmi, A. Zarrella, M. De Carli, and A. Galgaro, “An analysis of solar assisted ground source heat pumps in cold climates,” Energy Conversion and Management, vol. 106, pp. 660–675, 2015.
View at: Publisher Site | Google Scholar
P. Pinel, C. A. Cruickshank, I. Beausoleil-Morrison, and A. Wills, “A review of available methods for seasonal storage of solar thermal energy in residential applications,” Renewable and Sustainable Energy Reviews, vol. 15, no. 7, pp. 3341–3359, 2011.
View at: Publisher Site | Google Scholar
K. Bakirci, O. Ozyurt, K. Comakli, and O. Comakli, “Energy analysis of a solar-ground source heat pump system with vertical closed-loop for heating applications,” Energy, vol. 36, no. 5, pp. 3224–3232, 2011.
View at: Publisher Site | Google Scholar
E. Wang, A. S. Fung, C. Qi, and W. H. Leong, “Performance prediction of a hybrid solar ground-source heat pump system,” Energy and Buildings, vol. 47, pp. 600–611, 2012.
View at: Publisher Site | Google Scholar
A. D. Chiasson and C. Yavuzturk, “Assessment of the viability of hybrid geothermal heat pump systems with solar thermal collectors,” Ashrae Transactions, vol. 109, pp. 487–500, 2003.
View at: Google Scholar
F. M. Rad, A. S. Fung, and W. H. Leong, “Feasibility of combined solar thermal and ground source heat pump systems in cold climate, Canada,” Energy and Buildings, vol. 61, pp. 224–232, 2013.
View at: Publisher Site | Google Scholar
Q. Si, M. Okumiya, and X. Zhang, “Performance evaluation and optimization of a novel solar-ground source heat pump system,” Energy and Buildings, vol. 70, pp. 237–245, 2014.
View at: Publisher Site | Google Scholar
W. Yang, L. Sun, and Y. Chen, “Experimental investigations of the performance of a solar-ground source heat pump system operated in heating modes,” Energy and Buildings, vol. 89, pp. 97–111, 2015.
View at: Publisher Site | Google Scholar
Z. Han, M. Zheng, F. Kong, F. Wang, Z. Li, and T. Bai, “Numerical simulation of solar assisted ground-source heat pump heating system with latent heat energy storage in severely cold area,” Applied Thermal Engineering, vol. 28, no. 11-12, pp. 1427–1436, 2008.
View at: Publisher Site | Google Scholar
X. Wang, M. Zheng, W. Zhang, S. Zhang, and T. Yang, “Experimental study of a solar-assisted ground-coupled heat pump system with solar seasonal thermal storage in severe cold areas,” Energy and Buildings, vol. 42, no. 11, pp. 2104–2110, 2010.
View at: Publisher Site | Google Scholar
M. Z. Khan, M. R. Al-Mamun, S. Sikdar, P. K. Halder, and M. R. Hasan, “Design, fabrication, and efficiency study of a novel solar thermal water heating system: towards sustainable development,” International Journal of Photoenergy, vol. 2016, Article ID 9698328, 8 pages, 2016.
View at: Publisher Site | Google Scholar
M. Yahya, “Design and performance evaluation of a solar assisted heat pump dryer integrated with biomass furnace for red chilli,” International Journal of Photoenergy, vol. 2016, Article ID 8763947, 14 pages, 2016.
View at: Publisher Site | Google Scholar
N. Zhu, P. Hu, L. Xu, Z. Jiang, and F. Lei, “Recent research and applications of ground source heat pump integrated with thermal energy storage systems: a review,” Applied Thermal Engineering, vol. 71, no. 1, pp. 142–151, 2014.
View at: Publisher Site | Google Scholar
T. You, W. Shi, B. Wang, W. Wu, and X. Li, “A new ground-coupled heat pump system integrated with a multi-mode air-source heat compensator to eliminate thermal imbalance in cold regions,” Energy and Buildings, vol. 107, pp. 103–112, 2015.
View at: Publisher Site | Google Scholar
W. Wu, X. Li, T. You, B. Wang, and W. Shi, “Hybrid ground source absorption heat pump in cold regions: thermal balance keeping and borehole number reduction,” Applied Thermal Engineering, vol. 90, pp. 322–334, 2015.
View at: Publisher Site | Google Scholar
D. Liu, F.-Y. Zhao, and G.-F. Tang, “Active low-grade energy recovery potential for building energy conservation,” Renewable and Sustainable Energy Reviews, vol. 14, no. 9, pp. 2736–2747, 2010.
View at: Publisher Site | Google Scholar
M. Justo Alonso, P. Liu, H. M. Mathisen, G. Ge, and C. Simonson, “Review of heat/energy recovery exchangers for use in ZEBs in cold climate countries,” Building and Environment, vol. 84, pp. 228–237, 2015.
View at: Publisher Site | Google Scholar
D. O'connor, J. K. S. Calautit, and B. R. Hughes, “A review of heat recovery technology for passive ventilation applications,” Renewable and Sustainable Energy Reviews, vol. 54, pp. 1481–1493, 2016.
View at: Publisher Site | Google Scholar
“Technical code for solar heating system,” Tech. Rep. GB50495-2009, China Building Industry Press, 2009.
View at: Google Scholar
ASHRAE, “Methods of testing to determine the performance of solar collectors,” ASHRAE Standard 93-2003, ASHRAE, Atlanta, Ga, USA, 2003.
View at: Google Scholar
Q. Zhou, S. Wang, X. Xu, and F. Xiao, “A grey-box model of next-day building thermal load prediction for energy-efficient control,” International Journal of Energy Research, vol. 32, no. 15, pp. 1418–1431, 2008.
View at: Publisher Site | Google Scholar
J. L. Deng, “Introduction to grey system theory,” The Journal of Grey System, vol. 1, no. 1, pp. 1–24, 1989.
View at: Google Scholar | Zentralblatt MATH | MathSciNet
N. Li, K. Wang, and J. Cheng, “A research on a following day load simulation method based on weather forecast parameters,” Energy Conversion and Management, vol. 103, pp. 691–704, 2015.
View at: Publisher Site | Google Scholar
M. Collares-Pereira and A. Rabl, “The average distribution of solar radiation-correlations between diffuse and hemispherical and between daily and hourly insolation values,” Solar Energy, vol. 22, no. 2, pp. 155–164, 1979.
View at: Publisher Site | Google Scholar
B. Y. H. Liu and R. C. Jordan, “The interrelationship and characteristic distribution of direct, diffuse and total solar radiation,” Solar Energy, vol. 4, no. 3, pp. 1–19, 1960.
View at: Google Scholar
B. Z. Wang, “Lectures on the calculation of solar radiation 1 lecture: the calculation of astronomical parameters in solar energy utilization,” Solar Energy, vol. 2, pp. 8–10, 1999 (Chinese).
View at: Google Scholar
S. E. Tuller, “The relationship between diffuse, total and extra terrestrial solar radiation,” Solar Energy, vol. 18, no. 3, pp. 259–263, 1976.
View at: Publisher Site | Google Scholar
H. Ikeda and A. Ichiki, “Relationship between the clearness index and the global solar radiation,” Journal of Meteorological Research, vol. 29, pp. 117–125, 1977.
View at: Google Scholar
Z. Z. Huang and Y. Q. Pan, “A calculation method of hourly solar irradiance based on statistic data,” in Proceedings of the Shanghai Refrigeration Society Annual Conference, 2005.
View at: Google Scholar
W. X. Yao, Zh. R. Li, C. Li, and Zh. T. Ai, “Relationship between solar radiation and solar illuminance under all climate conditions,” Journal of Tongji University (Nature Science), vol. 5, pp. 784–787, 2013.
View at: Google Scholar
S. Rehman and S. G. Ghori, “Spatial estimation of global solar radiation using geostatistics,” Renewable Energy, vol. 21, no. 3-4, pp. 583–605, 2000.
View at: Publisher Site | Google Scholar
N. Ma and M. Liu, “The impact and durative effect of the measures of securing quality air for the Beijing Olympic and Paralympics Games 2008 on air pollution index in Beijing,” Chinese Journal of Preventive Medicine, vol. 43, no. 6, pp. 517–521, 2009.
View at: Google Scholar
J.-L. An, Y.-S. Wang, X. Li, Y. Sun, and S.-H. Shen, “Relationship between surface UV radiation and air pollution in Beijing,” Environmental Science, vol. 29, no. 4, pp. 1053–1058, 2008.
View at: Google Scholar
Y. Qi, S.-B. Fang, and W.-Z. Zhou, “Correlative analysis between the changes of surface solar radiation and its relationship with air pollution, as well as meteorological factor in East and West China in recent 50 years,” Wuli Xuebao/Acta Physica Sinica, vol. 64, no. 8, Article ID 089201, 2015.
View at: Publisher Site | Google Scholar
W. Wang, Y. Li, Y. Sun, G. Li, L. Wang, and L. Shao, “Design of device for simulating haze-caused radiation changes in open field and its effect,” Journal of Agricultural Engineering, vol. 31, no. 13, pp. 199–206, 2015.
View at: Google Scholar
Q. H. Tao, Z. R. Li, and F. J. Jiang, “Estimation of incident daily solar radiation from meteorology and air quality observation,” Journal of Jimei University (Natural Science), vol. 19, no. 5, pp. 369–374, 2014 (Chinese).
View at: Google Scholar
Ministry of Environmental Protection, “Technical regulation on ambient air quality index,” HJ 633-2012, Ministry of Enviromental Protection of the People's Republic of China, 2012.
View at: Google Scholar
S. Mohanty, P. K. Patra, and S. S. Sahoo, “Prediction and application of solar radiation with soft computing over traditional and conventional approach—a comprehensive review,” Renewable and Sustainable Energy Reviews, vol. 56, pp. 778–796, 2016.
View at: Publisher Site | Google Scholar
R. Fan, D. Z. Meng, D. S. Xu, D. O. Mathematics, and S. I. University, “Survey of research process on statistical correlation analysis,” Mathematical Modeling and Its Applications, vol. 3, no. 1, pp. 1–12, 2014 (Chinese).
View at: Google Scholar
T. You, B. Wang, W. Wu, W. Shi, and X. Li, “A new solution for underground thermal imbalance of ground-coupled heat pump systems in cold regions: heat compensation unit with thermosyphon,” Applied Thermal Engineering, vol. 64, no. 1-2, pp. 283–292, 2014.
View at: Publisher Site | Google Scholar

Copyright

Copyright © 2017 Kuan Wang et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

PDF Download Citation

Download other formats

Order printed copies

Views

1988

Downloads

1044

Citations