Tianchen Xue
Risto Kosonen
Juha Jokisalo
Doctoral candidate
Aalto University
tianchen.xue@aalto.fi
Full-Professor
Aalto University
Senior researcher
Aalto University

 

This study investigated methods for improving the long-term performance of a hybrid GSHP system coupled to district heating and an air-cooled chiller. These methods include adjusting indoor air setpoints and dimensioning air handling unit (AHU) cooling coils. The system performance was analysed based on 25-year simulations in IDA ICE 4.8. By using the studied methods, the minimum outlet brine temperature was increased by around 3°C in the last heating season, the average heat pump COP in the last heating season was increased by 3 % and the share of the GSHP heating energy in the last heating season was improved by 2 percentage points. However, ensuring long-term operation still required extra solutions.

Keywords: Hybrid ground source heat pump, district heating, borehole free cooling, long-term performance analysis.

Introduction

Ground source heat pumps (GSHPs) as high-efficiency solutions for providing heating and cooling have been widely used in European countries (Menegazzo et al. 2022). However, in cold regions, as buildings have the dominating heating demand, GSHP systems face the challenge of ground thermal imbalance. If the GSHP system is not designed properly, the ground temperature will be overcooled and lead to deterioration of the heat pump performance in a long run. In this context, hybrid GSHP systems with auxiliary heat source are proposed especially for cases with a limited land for drilling boreholes. Many studies revealed that integrating auxiliary heat source with the GSHP can assist to maintain a more stable ground temperature and generate a higher coefficient of performance (COP) of the heat pump (Xi et al. 2011; Naranjo-Mendoza et al. 2019; Liu et al. 2017). However, some existing hybrid GSHP systems could still have imbalanced ground load if the system was controlled unproperly.

Therefore, this study aims to investigate different methods for improving the long-term performance of a hybrid GSHP system in Finland with a risk of overcooled ground. The investigated methods include adjusting indoor heating and cooling setpoints and dimensioning air handling unit (AHU) cooling coils. The whole system was modelled and simulated in IDA Indoor Climate and Energy (IDA ICE) 4.8. The results of this paper could be helpful to the design and practical implementation of hybrid GSHP systems.

Method

Description of building model

In this study, the simulation software IDA ICE 4.8 (Sahlin 1996) was used for the modelling and simulation of the building and the hybrid GSHP system.

The case building is a new 4/5-storey educational building with hundreds of rooms in Espoo, Finland. The total heated net floor area is around 47,500 m². The original building was designed in an irregular shape. The studied building was simplified as a rectangular building with five zones in the building model.

In the building model, U-values of the external wall, the roof and the base floor were set as 0.17 W/(m²K), 0.09 W/(m²K) and 0.18 W/(m²K), respectively. Each wall was equipped with one window featuring a U-value of 0.6 W/(m²K), solar heat transmittance of 0.49 and direct solar transmittance of 0.41. The total window to envelope ratio was 17.3 %. The air leakage rate of the building was 2 m³/(h, m²) under a pressure of 50 kPa.

The heating and cooling were distributed by a hydronic four-pipe radiant ceiling panel system. The indoor heating and cooling setpoints were set as 21.5°C and 25°C. The dimensioning supply/return water temperatures for space heating were 45/30°C. The supply water temperature for space heating was controlled by the outdoor air temperature. The dimensioning supply/return water temperatures for space cooling were fixed at 15/18°C. The domestic hot water (DHW) was heated to 55°C. In the model, the annual heating energy demand of DHW was set as 4 kWh/(m², a).

The ventilation system was a mechanical balanced ventilation system with heat recovery. The supply/return water temperatures for AHU cooling were set as 10/16°C. The supply air temperature was controlled between 16-18°C according to the outdoor air temperature. More details about the settings in the model can be found in the study by Xue et al. (2023).

Description of hybrid GSHP system model

The main components of the hybrid GSHP system are the GSHP, the district heating substations, the air-cooled chiller and the storage tanks. The COP of the GSHP was 3.94 at rating conditions of 0/35°C. The energy efficient ratio (EER) of the air-cooled chiller was 3.04 at rating conditions of 35/7°C. The volumes of the hot and cold-water storage tanks were 5 m³ and 3 m³, respectively.

Figure 1 shows a simplified schematic of the hybrid GSHP system. As the figure shows, the heating energy to the heating network is supplied from the hot water storage tank which is primarily heated by the heat pump. If the water temperature of the top layer is lower than the required temperature for the heating network, the district heating will be used additionally. Besides, the district heating is also used for generating the DHW via a separate heat exchanger. The cooling network is connected to the cold-water storage tank in which the water is mainly cooled by free cooling from the borehole field. When the water temperature of the cooling tank bottom layer is lower than the required temperature for the cooling, the air-cooled chiller will be used as the back-up cooling.

Figure 1. Simplified schematic of the hybrid GSHP system model.

The borehole field in this study was modelled by IDA ICE ground heat exchanger (IDA ICE GHX) module. There are 74 groundwater-filled boreholes in the borehole field with an average length of 310 m. The borehole heat exchangers are single U-tubes filled with 28% ethanol-water. In the modelling, the original borehole field layout (see Figure 2(a)) was simplified as a double-symmetry layout (see Figure 2(b)). The borehole field models were described detailly by Xue et al. (2022). In their work, the simplified borehole field model was validated against the measured brine temperature.

Figure 2. Borehole field layouts, (a) original layout, (b) simplified layout.

 

Definition of simulated cases

Four different cases were designed to compare different performance-improving methods. Case 1 is the reference case with settings from the actual design. In Case 2, the AHU cooling water supply/return temperatures were increased to 15/18°C to use more free cooling in summer. However, it also implies larger cooling coils in the AHUs. Case 3 is designed based on Case 2, while the cooling setpoint is reduced to 22.5°C to further increase the ground cooling load. In Case 4, a lower heating of 21°C is used for purpose of reducing the ground heating load.

Table 1. Properties of studied cases.

Case

AHU cooling water temperatures,°C

Heating setpoint,°C

Cooling setpoint,°C

Case 1 (ref)

10/16

21.5

25

Case 2

15/18

21.5

25

Case 3

15/18

21.5

22.5

Case 4

15/18

21

22.5

 

The long-term simulations were conducted separately for each studied case. The simulation period was from July 2019 to June 2044. To generate the 25-year weather data, the measured weather data from 2019 to 2021 was used periodically for 25 years. The measured weather data was obtained from the nearest weather station.

Results

Brine temperatures

Figure 3 shows the curves of inlet and outlet brine temperatures of the borehole field from Case 1 (reference case). As the figure shows, inlet and outlet brine temperatures of the borehole field drop significantly after 25 years.

Figure 3. Borehole field inlet and outlet brine temperatures (reference case).

Table 2 shows the inlet and outlet brine temperatures in the first and last years. In Case 1, the minimum outlet brine temperature during the heating season drops from 4.4°C to −6.0°C after 25 years. In Case 2, by increasing the AHU cooling water temperature level, the minimum outlet brine temperature in the last year has no change while the maximum outlet brine temperature is reduced compared to Case 1. The reason for this could be the accumulated injected heat is decreased as the condensation in AHUs is reduced because of a higher AHU cooling water temperature level. In Case 3, the lower indoor air cooling setpoint results in higher brine temperatures in the last cooling season. However, it is also noticed the brine temperatures are higher in the last heating season, which could be due to the seasonal storage effect. In Case 4, further reducing the heating setpoint can further increase the brine temperatures in the last heating season. However, the minimum outlet brine temperature in the last heating season of Case 4 can only reach to −3.1°C, which is still lower than the required minimum outlet brine temperature of 0°C for Nordic countries (Gehlin et al. 2016).

Table 2. Comparison of inlet and outlet brine temperatures.

Case

1st year

25th year

Heating season

Cooling season

Heating season

Cooling season

Tin, min, °C

Tout, min, °C

Tin, max, °C

Tout, max, °C

Tin, min, °C

Tout, min, °C

Tin, max, °C

Tout, max, °C

Case 1 (ref)

1.1

4.4

13.2

12.2

−8.9

−6.0

9.9

5.6

Case 2

1.1

4.4

14.6

12.8

−8.9

−6.0

9.4

5.3

Case 3

1.8

4.9

15.2

13.1

−6.1

−3.4

12.4

8.5

Case 4

2.0

5.1

15.2

13.1

−5.7

−3.1

12.4

8.3

 

Hybrid GSHP performance

Tables 3 and 4 show the hybrid GSHP performance of different cases in the first and last years, respectively. It can be seen the average COP of GSHP in the heating season decreases after 25 years. In Case 1, the average COP in the last heating season is 3.42, which is 9 % lower than that in the first heating season. The COP reduction leads to the deterioration of the GSHP heating capacity. The share of GSHP heating energy reduced from 95 % to 90 % after 25 years. However, in the cooling season, the free cooling is benefited from the reduced brine temperature which is presented by the increased share of borehole free cooling in the last year.

Table 3. Comparison of hybrid GSHP performance in the first year.

Case 

Heating season

Cooling season

Average COP of GSHP

GSHP heating energy, MWh

Back-up District heating energy, MWh

Total heating energy, MWh

Share of GSHP heating energy, %

Borehole free cooling energy, MWh

Chiller cooling energy, MWh

Total cooling energy, MWh

Share of borehole free cooling energy, %

Case 1 (ref)

3.76

2984

154

3139

95

217

212

429

51

Case 2

3.76

2983

151

3134

95

290

94.7

385

75

Case 3

3.78

3168

180

3348

95

392

154

546

72

Case 4

3.78

2966

139

3106

96

389

155

544

72

 

Table 4. Comparison of hybrid GSHP performance in the last year.

Case 

Heating season

Cooling season

Average COP of GSHP

GSHP heating energy, MWh

Back-up District heating energy, MWh

Total heating energy, MWh

Share of GSHP heating energy, %

Borehole free cooling energy, MWh

Chiller cooling energy, MWh

Total cooling energy, MWh

Share of borehole free energy, %

Case 1 (ref)

3.42

2801

321

3122

90

420

11.6

432

97

Case 2

3.42

2799

317

3117

90

384

0.1

384

100

Case 3

3.51

3011

332

3343

90

547

4.9

552

99

Case 4

3.51

2840

255

3095

92

546

5.4

551

99

 

Compared with the reference case, it can be noticed that among three proposed methods, only reducing the cooling setpoint (Case 3) presents an improved heat pump COP. In Case 2, increasing the AHU supply water temperature level only leads to an increase on the share of borehole free cooling in the total supplied cooling energy. In Case 4, the reduced heating setpoint only benefits the share of GSHP heating energy in the system. Finally, in Case 4 in which all three improving methods was applied, the average heat pump COP in the last heating season was increased by 3 % and the share of GSHP heating energy in the last heating season was improved by 2 percentage points.

Conclusion

Different methods for improving the long-term performance of a hybrid GSHP were investigated based on 25-year simulations in IDA ICE 4.8 The conclusions are summarized as follows:

a)    The reference case showed a significant decrease in the borehole field outlet brine temperature after 25 years. The brine temperature drop led to decreases in the COP of GSHP and the share of GSHP heating energy after 25 years. However, the decreased brine temperature caused a substantial increase in the borehole free energy.

b)    The overcooling of the ground can be alleviated by the studied methods. In the case with a higher AHU cooling water temperature level and lower cooling and heating setpoints, the minimum outlet brine temperature in the last heating season was increased by around 3°C compared to the reference case. As a result, the average heat pump COP in the last heating season was increased by 3 % and the share of the GSHP heating energy in the last heating season was improved by 2 percentage points.

c)    Considering the overcooling cannot be eliminated by the proposed methods, additional solutions, such as reducing the GSHP power or adding more back-up heating, could be still needed for ensuring the sustainable operation of the hybrid GSHP system.

Acknowledgments

The authors would like to thank Antti Säynäjoki and Tuomo Uusitalo from Aalto University Campus & Real Estate and Mika Vuolle from EQUA Simulation Finland Ltd. for their kind cooperation.

References

Gehlin, Signhild E A, J D Spitler, and G Hellström. 2016. “Deep Boreholes for Ground Source Heat Pump Systems—Scandinavian Experience and Future Prospects.” ASHRAE Winter Meet. 2013: 23–27.

Liu, Zhijian, Wei Xu, Xue Zhai, Cheng Qian, and Xi Chen. 2017. “Feasibility and Performance Study of the Hybrid Ground-Source Heat Pump System for One Office Building in Chinese Heating Dominated Areas.” Renewable Energy 101: 1131–40. https://doi.org/10.1016/j.renene.2016.10.006.

Menegazzo, Davide, Giulia Lombardo, Sergio Bobbo, Michele De Carli, and Laura Fedele. 2022. “State of the Art, Perspective and Obstacles of Ground‐Source Heat Pump Technology in the European Building Sector: A Review.” Energies 15 (7). https://doi.org/10.3390/en15072685.

Naranjo-Mendoza, Carlos, Muyiwa A. Oyinlola, Andrew J. Wright, and Richard M. Greenough. 2019. “Experimental Study of a Domestic Solar-Assisted Ground Source Heat Pump with Seasonal Underground Thermal Energy Storage through Shallow Boreholes.” Applied Thermal Engineering 162 (August): 114218. https://doi.org/10.1016/j.applthermaleng.2019.114218.

Sahlin, Per. 1996. “Modeling and Simulation Methods for Modular Continuous Systems in Buildings.” Department of Building Sciences, Division of Building Services.

Xi, Chen, Lu Lin, and Yang Hongxing. 2011. “Long Term Operation of a Solar Assisted Ground Coupled Heat Pump System for Space Heating and Domestic Hot Water.” Energy and Buildings 43 (8): 1835–44. https://doi.org/10.1016/j.enbuild.2011.03.033.

Xue, Tianchen, Juha Jokisalo, and Risto Kosonen. 2023. “Design of High-Performing Hybrid Ground Source Heat Pump.” Buildings 13 (7). https://doi.org/https://doi.org/10.3390/buildings13071825.

Xue, Tianchen, Juha Jokisalo, Risto Kosonen, Mika Vuolle, Federica Marongiu, Sami Vallin, Nina Leppäharju, and Teppo Arola. 2022. “Experimental Evaluation of Ida Ice and Comsol Models for an Asymmetric Btes Field in Nordic Climate.” SSRN Electronic Journal 217 (April). https://doi.org/10.2139/ssrn.4106273.

Tianchen Xue, Risto Kosonen, Juha JokisaloPages 53 - 57

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