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District Energy Systems

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Sustainable Energy Systems and Applications

Abstract

During the past decade, increasing local and global problems regarding energy, the environment, and the economy have created one of the biggest challenges for human beings to combat through sustainable solutions. District energy systems (DESs) for distributed heating and/or cooling, known also as district heating and cooling (DHC) systems, appear to be part of the solutions. In some situations, for example in the case of a major power plant, it may appear economically attractive to build a pipe network that distributes the ejected heat among a number of residential/commercial/industrial users covering a territory around the central power plant. Cogeneration, geothermal, or solar energy systems are the most suitable for being coupled to DHC. Steam, hot or cold water, or ice slurry can be used as heat-conveying fluids. The opportunity of using a DES must be judged first on an economic basis by comparison of the life-cycle cost (LCC) with the cost of other competing systems, such as electrically driven heat pumps at the user’s location.

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Abbreviations

\( \dot{E}x \) :

Exergy rate, W

f :

Figure of merit

h :

Specific enthalpy, kJ/kg

\( \dot{m} \) :

Mass flow rate, kg/s

\( \dot{Q} \) :

Heat rate, W

s :

Specific entropy, kJ/kg K

T :

Temperature, K

\( \dot{W} \) :

Work rate, W

η :

Energy efficiency

ψ :

Exergy efficiency

0:

Reference state

c:

Cooling

c,u:

Useful cooling

DC:

District cooling

DH:

District heating

DHC:

District heating and cooling

e:

Electrical

h:

Heating

h,u:

Useful heat

L:

Line

S:

Source or system

\( \overline {\left( {} \right)} \) :

Average value

s:

Radiators and fan coils

w:

Water heater

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Correspondence to İbrahim Dinçer .

Study Questions/Problems

Study Questions/Problems

  1. 10.1

    Define district energy systems and explain their benefit.

  2. 10.2

    List some technical characteristics of district energy systems.

  3. 10.3

    Explain the benefit of cogeneration with respect to power-only generation.

  4. 10.4

    Consider the general system from Fig. 10.3. Make reasonable assumptions regarding the efficiency of each unit and then determine the efficiency of the overall system.

  5. 10.5

    Describe how district energy systems benefit the environment.

  6. 10.6

    Describe the role of district energy systems in sustainable development.

  7. 10.7

    A GDHS provides heat from the harvested thermal energy that is available at 80°C and a flow rate of 200 kg/s. At the central station, the heat exchanger that recirculates the water through the geothermal loop is placed while the reinjected water temperature is 50°C. The power consumption to run the pumps is 150 kW. The heat exchanger loses 1% of thermal energy through insulation. In the distribution network, hot water is circulated at a rate of 80 kg/s with the associated electricity consumption of 35 kW and has the maximum temperature of 70°C. The hot fluid reaches the user’s location with 65°C temperature and leaves it with 55°C. An amount of 7% of the delivered heat at the user’s location is lost due to imperfect insulation. Calculate the energy and exergy efficiency of the system and its components.

  8. 10.8

    Define the life-cycle cost in the context of distributed energy systems.

  9. 10.9

    List and explain the main cost components of a distributed energy system.

  10. 10.10

    What represents the capital cost and how it can be estimated?

  11. 10.11

    Define “depreciation” and explain its calculation.

  12. 10.12

    Define the “cost of operating energy” and explain its calculation.

  13. 10.13

    Estimate the life-cycle cost of the district energy system illustrated in Fig. 10.8 that used a CHP coal plant with a scrubber and a served a territory of 2 km2, for the following input data: peak electrical power P e = 200 MWe; load factor l = 75%; efficiency 25% (power cycle), 90% (mechanical to electrical); price of coal for the first year c coal = $3.0/GJ and r e = 10% price escalation rate; heat losses at power plant f = 5%; absorption chillers’ COP = 0.6; specific cost of cooling plant c c = $600/kW; cost of distribution line c L = $4,100/m; length of pipe network L = 10 km; fan coil unit cost c fc = $110/kW; number of years of service N = 30; inflation rate i = 1%, market discount rate r m = 6%, market loan rate r mL = 5%; other financial parameters f Loan = 0.8, t = 40%, t cred = 2%, f salv = 10%, t salv = 20%, f prop = 50%, t prop = 25%, f omi = 1%.

  14. 10.14

    In order to assess the feasibility of the district energy system presented in Example 10.2, compare its life-cycle cost to a system that uses local heating and cooling through vapor compression heat pumps. Each heat pump unit has the capacity of 1 kW for both the cooling and the heating mode. The cost of a heat pump/air condition unit is $800/kW. To make the two systems equivalent, the number of heat pump units is the same as the number of fan coils, that is 30,500 units. In the local heat pump case, there is no need of a heat and cold distribution network, therefore the capital investment is lower; however, the electricity/fuel consumption is larger.

  15. 10.15

    Using the cost analysis presented in the text, perform a parametric study to determine the optimum diameter of a pipe if the flow rate and the length are imposed.

  16. 10.16

    Conduct a parametric study to determine the optimal thickness of the insulation of a buried pipe.

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Dinçer, İ., Zamfirescu, C. (2011). District Energy Systems. In: Sustainable Energy Systems and Applications. Springer, Boston, MA. https://doi.org/10.1007/978-0-387-95861-3_10

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  • DOI: https://doi.org/10.1007/978-0-387-95861-3_10

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