SDH ONLINE-CALCULATOR



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CALCULATION PROGRAM FOR THE COST-BENEFIT ANALYSIS OF SOLAR DISTRICT HEATING SYSTEMS WWW.SDH-ONLINE.SOLITES.DE

Dipl.-Ing. Thomas Schmidt and Dipl.-Ing. Laure Deschaintre Solites Steinbeis Research Institute for Solar and Sustainable Thermal Energy Systems Meitnerstr. 8, 70563 Stuttgart, Germany Tel.: +49 711/6732000-0, Fax: +49 711/6732000-99 info@solites.de Stuttgart, 27.11.2013

CONTENT 1. Introduction... 1 2. Description of simulation models... 1 2.1. Procedure... 1 2.2. Locations... 2 2.3. Hydraulics... 2 2.3.1. Distributed system... 2 2.3.2. Centralized system... 5 2.4. Results... 8 2.4.1. Technical characteristics... 8 2.4.2. Economics... 9 2.4.3. Environmental calculation... 10 3. Acknowledgement... 11 4. References... 11

1. INTRODUCTION 1 1. INTRODUCTION The SDH Online Calculation Tool is based on dynamic system simulations with the simulation program TRNSYS [TRNSYS, 2012] and is a user-friendly first approach tool to get a first idea of dimensioning and economics of a solar district heating plant. Two system configurations are available: central solar district heating plants with thermal storage and distributed solar district heating plants (decentralised feed-in).the results of the calculator are based on more than 100 000 TRNSYS simulation results. The performance values of the user-defined plant are obtained by a multi-linear interpolation between the outputs of the TRNSYS simulations. The economical and energy saving results are deduced from the calculated performance values. The SDH Online Tool is available online at: www.sdh-online.solites.de Benefits and limits The tool is available online, user-friendly and fast. It enables the user to easily compare different dimensioning possibilities. It is specifically designed for Solar District Heating. Only the most basic choices can be made by the user. 2. DESCRIPTION OF SIMULATION MODELS The tool has been developed based on extensive and detailed TRNSYS simulations, taking into account numerous parameters of influence. The calculation is possible at the moment for two types of system; with centralized or distributed feed-in of solar heat. 2.1. Procedure One main requirement of the tool is the possibility to rapidly calculate different configurations for a system. Considering the current computing capacity needed for simulation programs, it is not possible to fulfill this requirement with a direct execution of dynamic simulations. Simplified static calculations on the other hand would fulfill the requirement of rapidity but would lead to high imprecision in the results due to the complexity of the system considered. To fulfill the requirements, a high number of dynamic system simulations have been performed for defined configurations and the results have been gathered in one database. In this way, the results are available and can be accessed in real time when a system configuration is chosen. For configurations which have not been simulated directly, results can be obtained by multi-linear interpolation between the results in the database. Thanks to this procedure, the high precision of dynamic system simulation can be coupled with the rapidity of a static calculation.

2. DESCRIPTION OF SIMULATION MODELS 2 The underlying dynamic TRNSYS simulation models take into account a very high number of configuration parameters. In order to get results rapidly with the online calculation tool, these parameters have been divided between constant parameters and parameters depending on one or several constant parameters. Constant parameters with the highest influence on simulation results have been selected, and meaningful limit and step values have been defined. Finally, the systems have been simulated for each meaningful combination of these parameters values, and the results have been gathered in a database. 2.2. Locations Three climates were simulated in Germany: Würzburg as favorable, Frankfurt as average climate and Hamburg as less favorable climate. Three more climates were simulated to cover most of Europe: Stockholm (SE), Milan (IT), and Barcelona (ES). The meteorological data from [Meteonorm, 2011] hase been used. Tabelle 1: Standorte und Übersicht über Wetterdaten Yearly meteorological data [Meteonorm, 2011] Location Average ambiant temperature [ C] Horizontal solar radiation [kwh/m²] Heating degree days G t20/15 [Kd] Würzburg (DE) 9,4 1090 3748 Frankfurt (DE) 9,6 1028 3653 Hamburg (DE) 8,8 952 3927 Stockholm (SE) 5,2 980 5252 Milan (IT) 11,7 1253 3035 Barcelona (ES) 15,3 1536 1727 2.3. Hydraulics Two system concepts have been considered in the simulations; a distributed feed-in of solar heat into a district heating net and a centralized feed-in of solar heat in a district heating net with solar long-term heat storage. Both are described in the following section. 2.3.1. Distributed system The following graph shows the hydraulic concept of a distributed solar district heating system. The solar collector field is connected via a heat exchanger but without additional components

2. DESCRIPTION OF SIMULATION MODELS 3 like buffer tanks or similar to the distribution network. Figure 1: hydraulic concept of the distributed system The distributed solar district heating system assumes that the produced solar heat is always fed into a distribution network which at any time can absorb the solar heat completely. Hence no self consumption is taken into account and the energy turnover in the distribution network is always big compared to the solar heat input. The feed in occurs from the networks return line into the network forward line with user defined forward temperatures between 70 C for a low temperature distribution network and 110 C for a high temperature distribution network. To reach those feed in forward temperatures as often as possible both pumps around the solar heat exchanger are operated as matched-flow pumps.

2. DESCRIPTION OF SIMULATION MODELS 4 Figure 2: Results page of the online calculation tool for distributed feed-in of solar heat Inputs: Collector area [m²], azimuth [ ] and slope [ ] Collector type [flat plate, flat plate high-temperature, evacuated tube, evacuated tube with CPC] Location and meteorological data Net operation temperatures Economical data (default data is available) Outputs: Collector efficiency and yield Solar net losses Solar net gain Efficiency of the system Investment costs Heat production costs CO 2 savings

2. DESCRIPTION OF SIMULATION MODELS 5 2.3.2. Centralized system The central solar district heating system with ground buried tank thermal energy storage is composed of a large collector field feeding into a tank thermal energy storage situated at the main heating central of the district heating system. The pumps on the primary side and on the secondary side of the solar heat exchanger are matched-flow regulated. When the solar plant produces heat when there is no heat demand, it is fed into the storage. Depending on the temperature in the storage and the temperature coming from the collectors the solar heat can either be fed in at the top or in the middle of the storage. In the time periods when the solar plant produces heat and heat demand occurs at the same time a direct preheating is possible, meaning the solar heat feeds directly into the main heating station and not by way of the storage. Also a simultaneous charging (in the middle) and discharging (from the top) of the storage is possible if e.g. the solar collectors deliver only low temperature heat due to bad weather conditions but at the same time the heat demand in the distribution network can be covered from the top part of the storage. An auxiliary heat source supplements the solar heating plant in order to cover the total heat demand. Figure 3: hydraulic concept of the centralized feed-in of solar heat in the heating plant of a district heating net LOAD The heat demand is obtained via TRNSYS simulation of average buildings connected by a distribution net, taking into account the hot water demand resulting from a DHWCalc [Jordan, Vajen, 2011] calculation. A reference heat demand file has been created for each location in order to take into account the variation of building s heat demand under different climate conditions. In the simulation model, a scaling factor is applied to the reference flow rates and opera-

2. DESCRIPTION OF SIMULATION MODELS 6 tion temperatures according to the total heat demand and operation temperatures simulated. Figure 4 represents the monthly reference heat demand for Frankfurt, DE. 1400 1200 1000 Heat demand [MWh] Tsu pply Treturn 100 90 80 70 Heat demand [MWh] 800 600 400 60 50 40 30 Temperature [ C] 20 200 10 0 Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec 0 Figure 4: Monthly heat demand for a model net of 50 buildings in Frankfurt. Tsupply and Treturn are the supply and return temperatures of the district heating net in C A reference heat demand file has been produced for each location given in table 1.

2. DESCRIPTION OF SIMULATION MODELS 7 Figure 5: Results page of the online calculation tool for centralized feed-in of solar heat In addition to the inputs for the distributed system, the following inputs are needed: Specific storage volume Heat demand of the district heating net Additional outputs in comparison to the distributed system: Stagnation time of the collectors Storage efficiency Number of cycles of the storage Internal energy change of the storage Heat losses of the storage Solar fraction Backup heat demand Maximal backup power needed Primary energy and CO 2 emissions savings

2. DESCRIPTION OF SIMULATION MODELS 8 2.4. Results 2.4.1. Technical characteristics Besides the relevant energy gain values, following characteristics are being calculated to evaluate the system: - Solar fraction: 1 Q Load : Q Aux : Heat load from the district heating net Backup heat demand of the system - Collector field efficiency Coll G Q Sol Coll G Sol : Q Coll : Irradiation on the solar collector field Solar net gain - Storage efficiency TES Q TES, out Q TES, in dq TES (TES: Thermal Energy Storage) Q TES,in : heat fed in the thermal energy storage Q TES,out : heat loaded out of the thermal energy storage dq TES : Internal energy change in the storage - Number of cycles of the storage Q N cyc Q TES, out TES,max Q TES,max : maximal capacity of the thermal heat storage

2. DESCRIPTION OF SIMULATION MODELS 9 2.4.2. Economics To calculate the economics of the system, a simplified calculation base on the German norm VDI 2067 has been implemented in the program. In this calculation, the main components are considered, the others are indirectly taken into account as percentaged additional charges. For the investment cost of the collector field, thermal energy storage and solar net, size dependant standard values have been implemented in the tool. These values allow the user to use the tool even if he doesn t have any cost data available. However, a cost specification by the user is possible. Moreover, it is possible to consider separate incentives for the collector field and the heat storage. The additional charges considered on the total investment cost of the main components are: - System installations 7 % - Building/terrain 5 % - Control system 3 % Furthermore, 10% additional charges on the total investment cost is taken into account for the design of the centralized system and 5% for the distributed system. The interest rate can be specified by the user, as well as the fuel cost for the backup heater (only for the centralized system) and the electricity cost. Other constant conditions defined for the economical calculation are summarized in Table 2. Table 2: Conditions of the economical calculation Operation related Life time Maintenance cost (years) (% of inv. cost) (% of inv. cost) Evacuated tube collectors 25 1 0.50 % 0.50 % Flat-plate collectors 25 1 0.50 % 0.50 % Heat storage 40 1.00 % 0.25 % Solar net 40 1.00 % 0.00 % System installations 15 1.50 % 0.75 % Building 50 1.00 % 1.00 % Control system 20 1.50 % 1.00 % 1 See e.g. http://www.solar-district-heating.eu/servicestools/plantdatabase.aspx or [Mauthner, Weiss 2013]

2. DESCRIPTION OF SIMULATION MODELS 10 2.4.3. Environmental calculation To evaluate the system on the environmental point of view, the CO 2 equivalent savings and the primary energy savings (only for the centralized system) are calculated in comparison to a reference system. The user must specify the fuel type and the efficiency of the reference and backup heat production. The values summarized in Table 3 are used for this calculation. Table 3: Primary energy factors and CO 2 equivalent emission factors Primary energy factors CO 2 -eq. Emission factor in g/kwh el Biomass 0,2 7 Gas 1,1 222 Coal 1,1 369 Oil 1,1 283 Electricity 2,6 420 Solar thermal energy 0,0 0 The primary energy savings in comparison to a conventional reference system is calculated according to the following formula:, 1,,,,,,,,,,,,,,,, Q Aux : Backup energy consumption of the system Q Aux, ref :Energy consumption of the reference system E el : Electricity for pumps ɳ: efficiency of the reference heater f PE : primary energy factor of the fuel The calculation of the CO 2 equivalent savings is made according to the following formula:.,.,,,,.,,, Q ref : Energy consumption of the reference system F CO2-eq. : CO 2 equivalent.emsission factor of the reference fuel

3. ACKNOWLEDGEMENT 11 3. ACKNOWLEDGEMENT The presented contents were prepared with the support of the German Federal Ministry for the Environment, Nature Conservation and Nuclear Safety (BMU). The authors gratefully acknowledge this support. Neither the supporting authorities nor the authors are responsible for any use that may be made of the information contained therein and the usage of the SDH Online- Calculator. 4. REFERENCES Jordan, U., Vajen, K. DHW-calc Version 1.10, Universität Kassel, http://solar.umwelt-unikassel.de/download, Kassel, 2010 Mauthner, F., Weiss, W. Solar Heat Worldwide 2013 Edition, IEA-SHC Report, AEE - Institute for Sustainable Technologies, Gleisdorf, Austria, 2013 Meteonorm, 2011 Meteonorm Software - a global meteorological database, www.meteonorm.com, Meteotest, Bern, Switzerland TRNSYS, 2012 A Transient System Simulation Program, Solar Energy Laboratory, University of Wisconsin, Madison, USA and Transsolar, Stuttgart, Germany.