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HEAT PUMPS IN 
ENERGY CERTIFICATION OF THE BUILDINGS: 
REFERENCE REGULATORY FRAMEWORK 
LUCA ZORDAN - RELEASE 10_2014/00 
TABLE OF CONTENTS: 
1. DIRECTIVE 2009/28/EC 
2. Italian Law by Decree No. 28/2011 
3. UNI EN 14825 – UNI TS 11300/4 
4. Seasonal performance index - SCOP 
5. Seasonal performance index – SEER 
6. Optimized selection of an Heat Pump in Milan, using “SCOPon” approach 
1 04/11/2014
EUROPEAN LEGISLATIONS RELATED TO BUILDINGS 
European Community Italia Law 
Legge 373/76 
Legge 10/91 
DPR 412/93 
EPBD 2002/91/CE 
D.Lgs. 192/2005 
D.Lgs. 311/2006 
D.P.R. 2 aprile 2009 n. 59 
D.M. 26 giugno 2009 
DIRECTIVE 2009/28/CE D.Lgs. 28/2011 
Recast EPBD 2010/31/UE 
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Dipl Eng. Luca Zordan
EUROPEAN LEGISLATIONS RELATED TO BUILDINGS 
With the recast of the EPBD, the principle of “nearly Zero Energy Buildings” will be 
decisive for the development of the building sector. 
nZEB means a building that has a very high energy performance and the low amount of 
required energy should be covered to a very significant extent by energy from renewable 
sources. 
EPBD/Article 9.1: Member States shall ensure that by 31 December 2020, all new 
buildings will be nZEB and after 31 December 2018, new buildings occupied and owned 
by public authorities are nZEB. 
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Dipl Eng. Luca Zordan
DIRECTIVE 2009/28/EC 
On 23rd April 2009, the EU commission published DIRECTIVE 2009/28/EC, also known as 
RES Directive (Renewable Energy Sources and part of the implementation of the 20-20-20 
targets) on the promotion of the use of energy from renewable sources. 
This Directive: 
 Sets mandatory national targets for the overall share of 
energy from renewable sources in gross final energy 
consumption and for the renewable share in transport; 
 Requires member states to set out a National Action Plan 
for renewable energy and identifies the technologies that 
are considered part of the systems powered by 
renewable sources for the computation and the 
verification of achievement of targets; 
 Introduces the obligatoriness of the certification of 
installers who work in the renewable energy sector. 
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Dipl Eng. Luca Zordan
DIRECTIVE 2009/28/EC 
DEFINITIONS 
An energy source is called PRIMARY ENERGY when it is present in nature and therefore does 
not come from the conversion of any other form of energy. Primary energy is not directly 
available for use and must be converted. If conversion has taken place, it is called 
SECONDARY ENERGY. If, besides being converted, the energy made available has been 
transported to the end users, it is called FINAL ENERGY. 
The process of using final energy involves losses such that the USEFUL ENERGY made 
available to the system we are interested in is less than the final energy. 
PRIMARY 
ENERGY 
FINAL 
ENERGY 
Generation Storage Distribution Emission USEFUL ENERGY 
hT 
hG hS hD 
hE 
SECONDARY 
ENERGY 
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Dipl Eng. Luca Zordan
Solar Energy 
and/or other non-fossil 
sources 
NET ENERGY 
DEMAND 
Internal Loads 
DISPERSIONS 
DIRECTIVE 
2009/28/CE 
USEFUL ENERGY 
UNI TS 11300-4 
FINAL 
ENERGY 
Generation Storage Distribution Emission 
hT 
hG hS hD 
DIRECTIVE 2009/28/EC 
USEFUL ENERGY 
hE 
DEFINITIONS 
PRIMARY 
ENERGY 
SECONDARY 
ENERGY 
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Dipl Eng. Luca Zordan
DIRECTIVE 2009/28/EC 
HEAT PUMPS 
Heat pumps (as technology that uses renewable energy coming from the air, water and the 
ground) have been included in the «RES» Directive and they constitute a technology that 
has a significant potential for contribution to energy saving. 
Heat pumps are one of the few technologies that can cover entire heating, cooling and 
domestic hot water production requirements. 
THERMAL 
ENERGY 
TRANSFERRED 
TO THE FLUID 
ENERGY 
ABSORBED BY THE SOURCE 
MECHANICAL 
WORK 
Schematic representation of 
the Energy Flow of a 
compression heat pump 
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Dipl Eng. Luca Zordan
DIRECTIVE 2009/28/EC 
CONTRIBUTION FROM HEAT PUMPS TO ACHIEVERES «RES» SHARE 
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DIRECTIVE 2009/28/EC 
ABOUT ITALY 
Italy has undertaken towards the EU to achieve, by 2020, a final 
renewable energy consumption level (electricity, heat, transport) 
that is 17% of the total final consumption of primary energy, as 
well as to promote virtuous consumption strategies aimed at energy 
efficiency, to achieve a primary energy saving of 13.4%. 
Gross Final Consumption of energy and targets for renewable energy 
2005 2008 2020 
Consumption 
from RES 
Gross Final 
Consumption 
RES/ 
Consumption 
Consumption 
from RES 
Gross Final 
Consumption 
RES/ 
Consumption 
Consumption 
from RES 
Gross Final 
Consumption 
RES/ 
Consumption 
(Mtoe) (Mtoe) % (Mtoe) (Mtoe) % (Mtoe) (Mtoe) % 
6.941 141.226 4.91% 9.001 131.553 6.84% 22.306 131.214 17.00% 
SOURCE: Ministry for Economic Development «Summary of National Action Plan for Renewable Energy – June 
2010». (abstract) 
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ITALIAN LAW BY DECREE No. 28/2011 
ABOUT ITALY 
The EU Directive in question has been implemented in Italy with 
ITALIAN LEGISLATIVE DECREE No. 28 of 3 MARCH 2011 
(the so-called «Romani Decree») published in the 
Official Gazette on 28 March 2011. 
This Decree has very considerable importance as it significantly 
affects the future of the development of «renewables» in Italy.. 
Besides introducing considerable changes in the sector (in 
particular concerning authorizations and as regards incentives 
to be assigned to renewables), it changes Italian Presidential 
Decree D.P.R. 59/09 and Italian Legislative Decree Dlgs 192-311 
in some parts. 
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ITALIAN LAW BY DECREE No. 28/2011 
ABOUT ITALY – KEY CONTENT 
In the case of new buildings or buildings undergoing 
considerable renovations, the THERMAL energy production 
systems must be designed and made so as to guarantee the 
contemporaneous observance of a coverage - using energy 
produced by systems powered by renewable sources - of 50% of 
the consumption expected for DHW water and of the following 
percentages of the SUM of the consumption expected for DHW, 
heating and cooling: . 
A) 20% when the application for the pertinent building permit is presented after 31/05/2012 
B) 35% when the application for the pertinent building permit is presented after 01/01/2014 
C) 50% when the application for the pertinent building permit is presented after 01/01/2017 
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Dipl Eng. Luca Zordan
DIRECTIVE 2009/28/EC 
HEAT PUMPS: RENEWABLE SHARE 
ERES = QUSABLE * (1 - 1/SPF) 
with: 
SPF = Seasonal Performance Factor; 
QUSABLE = total usable heat delivered by the heat pump. 
QUSABLE is only counted for those heat pumps which achieve 115% efficiency, based on 
primary energy: 
η = yearly defined by EUROSTAT as average value for EU (nowadays is 0,455) 
Minimum admitted SPF , with the current values of «η»: 
SPFmin = 2,5 for electric Heat Pumps (SPFmin = 1,15 for gas heat pump) 
SPF for electric Heat Pumps has to be calculated based on SCOPnet (EN 14825:2012) 
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UNI TS 11300 
THE STANDARD AS A TECHNICAL TOOL… 
The UNI TS 11300 Standards, as enforcing tools of Italian Law by Decree n°28, are for all 
intents and purposes to be considered national LAWS and are divided into 4 specifications: 
 UNI TS 11300-1/2008 (being revised): Determination of the thermal energy requirement 
of the building for summer and winter air conditioning; 
 UNI TS 11300-2/2008 (being revised, expired in 2012): Primary energy and efficiency for 
winter air conditioning and for domestic hot water production for sanitary use; 
 UNI TS 11300-3/2010 (being revised): Primary energy and efficiency for summer air 
conditioning; 
 UNI TS 11300-4/2012: Energy Performance of buildings: use of renewable energy and 
other methods of generation for winter air conditioning and DHW production. 
 UNI TS 11300-5: being prepared 
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UNI TS 11300-4 
UNI TS 11300-4 PUBLICATION: 10 May 2012 (BEING REVISED) 
TITLE: «Energy Performance of buildings: use of renewable energy and other methods of 
generation for winter air conditioning and DHW production» 
PURPOSE AND SCOPE OF APPLICATION 
Technical specification UNI TS 11300–4 applies to generation sub-systems that supply useful 
thermal energy from renewable energy or with generation methods other than the flame 
combustion of fossil fuels covered in UNI TS 11300-2, including HPs (whether aeraulic, 
geothermal or hydraulic). 
The following are also considered: 
solar thermal, district heating, biomass, 
cogeneration and photovoltaic with 
priority as per table alongside: 
Prioritya) Generation subsystem Energy production 
1 Solar thermal Thermal 
2 Cogeneration Cogenerated electrical and thermalb) 
3 Biomass combustion Thermal 
4 Heat pumps Thermal or refrigeration 
5 Fossil fuel heat generators Thermal 
a) If the system envisages the use of useful thermal energy from a network (district heating) and 
solar energy, priority 1 is assigned to the latter. 
b) These specification are applied to cogenerative systems following heat load, that is, adjusted 
depending on the heat load. The thermal energy is therefore the basic production. 
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UNI TS 11300-4 
UNI TS 11300-4 PUBLICATION: 10 May 2012 (BEING REVISED) 
Definition of the boundary of the building-plant system 
Technical specification UNI TS 11300-4 considers as boundary of the building the boundary 
that delimits all the areas in which useful thermal energy or electrical energy is used or 
produced (energy boundary), in accordance with UNI EN 15603. 
Key: 
1 User 
2 Storage 
3 Generator 
4 Fuel 
5 Electrical energy 
6 Energy of auxiliary systems 
7 Solar thermal collectors 
8 Photovoltaic panels 
9 Useful thermal energy from network 
10 Useful thermal energy removed 
11 Evaporative tower 
12 Electrical energy from cogeneration 
13 Electrical energy from photovoltaic 
14 Electricity network 
15 Boundary of the system 
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Dipl Eng. Luca Zordan
UNI TS 11300-4 
UNI TS 11300-4 PUBLICATION: 10 May 2012 (BEING REVISED) 
As regards Heat Pumps (aeraulic, geothermal and hydraulic), it is essential to consider, in 
11300-4, paragraph 9.4.4 «Performance at reduced load factor CR» and the reference to 
UNI EN 14825 (May 2012) 
 «System» Standards: 
UNI-TS 11300-3 
UNI-TS 11300-4 
 «Product» Standard: 
EN 14825: Air conditioners, liquid chilling 
packages and heat pumps, with electrically 
driven compressors, for space heating and 
cooling - Testing and rating at part load 
conditions and calculation of seasonal 
performance; EN 14825:2012 
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EN 14825:2012 
THE SEASONAL PERFORMANCE INDEX “SCOP” IN HEATING 
 Seasonal performance index (SCOP) should be calculated with the “bin method” 
(method of the frequencies of occurrence of the temperature), distributed over the 
entire heating season; 
 One of the three reference climate conditions stated in the standard must be used: 
 A (Average): Strasbourg (France), 
 C (Colder): Helsinki (Finland) 
 W (Warmer): Athens (Greece), 
These climate conditions are considered sufficiently representative of the climate of the 
whole of Europe. 
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EN 14825:2012 
THE SEASONAL PERFORMANCE INDEX “SCOP” IN HEATING 
Distribution of hourly average temperatures in the three reference cities 
Frequency distribution of the “bin” for the climatic reference conditions, as 
specified by the UNI EN 14825 
Hours 
Temperature (°C) 
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EN 14825:2012 
THE SEASONAL PERFORMANCE INDEX “SCOP” IN HEATING 
 External design temperature (θdesign) according to UNI EN 12831: 
 for A (Average) = - 10°C 
 for C (Colder) = - 22°C 
 for W (Warmer) = + 2°C 
 Internal design temperature: 20°C. 
 When the external temperature exceeds 15°C, the heating system stops (therefore it is 
assumed any heating load Φh when the external temperature is θH,off = 16°C 
 balancing temperature). 
 It is assumed that load Φh ranges 
linearly from 100%, at the design 
temperature (θdesign), to 0% at the 
balancing temperature (Figure 1) 
θdesign 16 
Φh 
T [°C] 
(Figure1) 
100% 
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EN 14825:2012 
«PLR» (Part Load Ratio) 
PLR is the ratio between the part load (or total load) divided by the full load, and is calculated 
using the following formula: 
with: 
θe = external air 
temperature 
θdes = design 
temperature 
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Dipl Eng. Luca Zordan
EN 14825:2012 
«PLR» (Part Load Ratio) 
All the standards on the matter and, in particular UNI EN 14825 and UNI/TS 11300-4, require 
the heat pump manufacturers supply data regarding at least the operating conditions indicated 
in the following table. 
Reference conditions for performance data provided by the manufacturer. Heat pumps for 
heating only or combined operation. 
Cold Souce 
Cold source 
temperature 
Hot source 
temperature, 
air heating 1) 
Hot sorce 
temperature, 
hydronic heating 2) 
Hot sorce 
temperature, tap 
water 3) 
Air -7 2 7 12 20 35 45 55 45 55 
Water 5 10 15 20 35 45 55 45 55 
Soil/rock -5 0 5 10 20 35 45 55 45 55 
1) Return temperature. 
2) For at least one of the indicated temperatures. Other suggested data: 25°C, 65°C. 
3) For at least one of the indicated temperatures. 
Reference conditions for performance data provided by the manufacturer. Heat pumps for 
domestic hot water production only. 
Heat pumps Cold source temperature (air) hot source temperature, tap water 1) ) 
TapWater production only 7 15 20 35 55 
1) For at least one of the indicated temperatures. Other suggested data: 45°C, 65°C. 
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EN 14825:2012 
«PLR» (Part Load Ratio) 
With these external temperature values A (-7°C), B (2°C), C (7°C), D 12°C) referred to the 
reference climate areas, we obtain the following % ratio of the PLR index: 
88% 
100% 
54% 
64% 
35% 
29% 
61% 
37% 
24% 
15% 
11% 
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Dipl Eng. Luca Zordan
PLR 
% 
37 
24 
64 
EN 14825:2012 
«PLR» (Part Load Ratio) 
So, for Air-to-Water Heat Pumps: 
Ext. Air Temp. 
(Cold source) 
°C 
Climate 
(EN 14825) 
Inlet Water Temperature 
(warm source) [°C ] 
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24 
EN 14825:2012 
BIVALENT TEMPERATURE (Air source) 
In a bivalent heat pump system, in which the 
heat demand of the user is not met 
exclusively by the heat pump but auxiliary 
generation systems operate, the bivalent 
temperature (θbival) is defined as the 
temperature of the cold source at which load 
demand can be covered exclusively with the 
heat pump. 
As we may see in next slides, in this thermal 
conditions heat pump operates with load 
factor CR = 1. 
1 Heat load of the system 
2 Design heat load 
CR  1 CR  1 
Dipl Eng. Luca Zordan
EN 14825:2012 
MAIN DEFINITIONS 
- COP’ (Coefficient of performance at declared capacity): ratio between the heating 
capacity delivered by the HP at full load and the absorbed electrical power, at the 
indicated specific external air temperature conditions; 
- COPPL (Coefficient of performance at part load): ratio between the heating capacity 
delivered by the HP at part load and the absorbed electrical power, at the indicated 
specific external air temperature conditions; 
- TOL (Operating Temperature Limit): operating temperature limit of the HP (related to 
the cold source) declared by the manufacturer – stopping temperature limit. 
- P (power required by the system) [kW] 
- f (heating capacity required by the system) [kW] 
- f’H, design (design heat load of the system) [kW] 
- (Temperature of the hot well: delivery side of the HP) 
- (Temperature of the cold source) 
qc 
qf 
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EN 14825:2012 
MAIN DEFINITIONS 
- DC (Declared Capacity): Maximum heating capacity of the heat pump in the operating 
conditions specified by the manufacturer; 
- SCOPnet (Net seasonal coefficient of performance): seasonal coefficient of performance 
calculated with reference to just the active operating period excluding consumption due to 
any additional electric heaters. 
- SCOPon (Active function seasonal coefficient of performance): seasonal coefficient of 
performance calculated with reference to just the active operating period including 
consumption due to any additional electric heaters. 
- SCOP (Seasonal coefficient of performance): seasonal coefficient of performance calculated 
with reference to the whole heating period, including consumption due to any additional 
electric heaters and including any consumption during periods when there is no demand for 
heat, periods of stand-by, consumption due to active auxiliary systems during switch-off 
periods, and consumption due to a crankcase heater if there is one. 
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EN 14825:2012 
MAIN DEFINITIONS 
Elbu (Tj) = power of the electric heater [kW] 
Heating Energy Demand (kWh) 
Consumed Electrical Energy (kWh) 
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EN 14825:2012 
MAIN DEFINITIONS 
- CR (Capacity Ratio - Heat Pump Load factor). This is the ratio between the heating 
capacity required by the user to the HP «F» (load) in the specific operating conditions 
and the nominal heating capacity of the HP declared by the manufacturer «DC» in the 
same temperature conditions. 
Example (bivalent temperature = -8°C) 
External Water Output PLR Power required Max heating capacity 
CR 
F 
DC 
Temperature Temperature (QDESIGN=-10°C) 
by the system 
(F) 
deliverable by the HP 
(DC) 
(°C) (°C) % kW kW 
CR = 
JDESIGN -10 35 100% 5.00 4.50 1.11 
A -7 35 88% 4.40 4.80 0.92 
B 2 35 54% 2.70 6.24 0.43 
C 7 35 35% 1.77 7.18 0.24 
D 12 35 15% 0.75 8.11 0.09 
NOTE: CR is in general different from the climate factor PLR as the nominal heating capacity of the pump can be 
different from the design heating capacity and, in any case, it changes as the temperatures of the sources change. 
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EN 14825:2012 
Dependence of the full load COP on temperature 
For determination of performance at full load in different temperature conditions from the 
declared ones, in the case of refrigerant compression  electrical absorption HPs, it is 
possible to: 
1) carry out linear interpolation between the declared values, or: 
2) use second law efficiency; the maximum theoretical COP 
between two sources (ideal Carnot cycle, Figure 2) is in fact given 
by the following relation: 
Second law efficiency is defined by the relation: 
COP in 
intermediate 
conditions: 
Figure 2: Ideal Carnot cycle 
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EN 14825:2012 
Dependence of the full load COP on temperature 
EXAMPLE 1: interpolation between two different temperatures of the hot source, with the 
same cold source, using second law efficiency 
qf -7 2 7 12 
COP1 3,6 4,5 5,4 6,5 
DC1 [kW] 8,8 10,2 12 13,6 
hII,1 0,491 0,482 0,491 0,485 
COP2 3,0 3,6 4,1 4,8 
DC2 [kW] 7,8 9,3 11,2 13,2 
hII,2 0,490 0,486 0,490 0,498 
hII,X 0,490 0,483 0,490 0,489 
COPX 3,4 4,2 4,9 5,9 
qc,1 = 35°C 
qc,2 = 45°C 
qc,X = 38°C 
EXAMPLE 2: interpolation between two different temperatures of the cold source, with the 
same hot source, using second law efficiency 
qf -7 -3 0 2 
COP1 3,6 3,95 4,26 4,5 
DC1 [kW] 8,8 10,2 
hII,1 0,491 0,487 0,484 0,482 
qc = 35°C 
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EN 14825:2012 
Dependence of the COP on the load factor (CR1) 
When, due to fixed working conditions, the applied load is 
less than the maximum capacity that the HP can supply, 
the COP changes and, to determine the performance of 
the machine, a corrective factor must be used: 
COPPL = f * COP 
where: 
COPPL = value of the COP at part load 
COP = value of the COP at full load 
CR  1 
the value of the corrective factor can be established: 
a) according to the data provided by the manufacturer; 
b) according to the calculation models, when these data are not provided. 
CR  1 
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EN 14825:2012 
Dependence of the COP on the load factor (CR1) 
a) CR at part load conditins (CR  1) according to the data provided by the manufacturer; 
Followind tags have to be respected (Cfr. UNI EN14825, A ”Average” climate area): 
 Desing Temperature: - 10 °C ; 
 PLR referred to -7 (A), 2 (B), +7(C), +12 (D); 
 Bivalent temperature fixed at -7°C; 
 Delacred Capacity(DC) and COP referred to 4 temperatures (A), (B), (C), (D). 
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EN 14825:2012 
Dependence of the COP on the load factor (CR1) 
b) Calculation of CR at reduced load (CR  1) according to the calculation models when 
data provided by the manufacturer are not available 
In this case, for air/water, water/water heat pumps , we proceed as follows: 
Corrective Factor 
where: 
COPA,B,C,D COP in conditions A, B, C, D according to prEN 14825:2010 
COPDC COP at full load, declared in the temperature to which the performance at part load relates 
Cc Declared correction factor. If not provided, it is assumed to be 0.9 
CR Capacity ratio 
NOTE: For variable capacity heat pumps (INVERTER HPs) if the data envisaged by UNI EN 14825 are 
not available, a corrective coefficient of 1 up to the load factor CR = 0.5 (or up to the minimum 
modulation value if this is different from 0.5) is assumed. Below this value of CR , we proceed as in 
previous point . 
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EN 14825:2012 
Dependence of the COP on the load factor (CR1) 
b) Calculation of CR at reduced load (CR  1) according to the calculation models when 
data provided by the manufacturer are not available 
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EN 14825:2012 
SCOP - SEASONAL COEFFICIENT OF PERFORMANCE 
Calculation of the 
SEASONAL COEFFICIENT OF PERFORMANCE (SCOP) 
of electrical refrigerant compression Heat Pumps according to EN 14825. 
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EN 14825:2012 
SCOP - SEASONAL COEFFICIENT OF PERFORMANCE 
INPUT 
Climate Condition referred to 
the reference city 
Declared Performace of the HP 
unit 
ALGORITHM OUTPUT 
SCOPON 
SCOPNET 
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EN 14825:2012 
SCOP - SEASONAL COEFFICIENT OF PERFORMANCE 
EXAMPLE: 
Calculation of SCOPON and SCOPNET for an air-water (step) heat pump, used for heating by 
radiant panels is presented by way of example. 
 Reference climatic conditions A (Average / Strasbourg); 
 Design capacity of Φdesign = 5 kW at temperature θdesignA = – 10 °C; 
 Bivalent temperature = -8°C; 
 Fixed water delivery temperature: 35°C; 
 Operating Temperature Limit (TOL): -20°C. 
Table of the input data and of the main coefficients obtained for calculation of the SCOP according to EN14825 
AVERAGE 
External Air 
Temperature 
Outlet water 
Temperature 
PLR Heating Capacity 
required 
by the system 
Maximum heating 
capacity by the HP 
Declared 
COP CR fCOP* 
COP 
part load 
(QDESIGN=-10°C) 
(COPDC) (COPPL) 
(°C) (°C) % kW kW 
TOL -20 35 
JDESIGN -10 35 100% 5.00 4.50 2.92 1.11 1.01 2.95 
A -7 35 88% 4.40 4.80 3.09 0.92 0.99 3.06 
B 2 35 54% 2.70 6.24 3.99 0.43 0.88 3.52 
C 7 35 35% 1.75 7.18 4.54 0.24 0.76 3.45 
D 12 35 15% 0.75 8.11 5.19 0.09 0.51 2.66 
JBIVALENT -8 35 92% 4.60 4.65 3.03 0.99 1.00 3.03 
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EN 14825:2012 
SCOP - SEASONAL COEFFICIENT OF PERFORMANCE 
EXAMPLE: 
T design -10 °C 
T bivalent -8 °C 
T OL -20,00 °C 
Pdesign 5,0 kW 
Temp Acqua 35,0 °C 
CC=0,9 
CAPACITY COP* 
Phol 3,52 kW 2,34 
Phbiv 4,70 kW 3,03 
PhA 4,80 kW 3,09 
PhB 6,24 kW 3,99 
PhC 7,18 kW 4,54 
PhD 8,11 kW 5,19 
*COP values already integrate degradation for on/off cycling 
Distribution of hourly temperatures (bin) 
Hours 
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Bin 
EN 14825:2012 
SCOP - SEASONAL COEFFICIENT OF PERFORMANCE 
Outdoor 
temperature 
(dry bulb) 
hours 
PLR 
Heating demand of 
the building Heating 
Capacity of 
Heat Pump 
CR 
Capacity 
of electrical 
heater 
Annual 
Capacity 
of electrical 
heater COP fCORR, 
COP 
COPPL 
Annual 
Heating 
demand of 
the building 
Annual Heating 
demand of the 
building 
Witout h.e. 
Annual power 
input with 
electrical 
heater 
Annual power 
input without 
electrical 
heater 
(Tj-16)/ 
(Tdesign-16) 
PLR*Pdesign 
j Tj hj 
(%) 
Ph(Tj) elbu(Tj) hj * elbu(Tj) hj*Ph(Tj) 
- °C hr kW kW kW kWh kWh kWh kWh kWh 
9 -22 0 146% 7,31 3,32 2,20 7,31 0,0 0,00 1,00 0,00 0,0 0,0 0,0 0,0 
10 -21 0 142% 7,12 3,42 2,08 7,12 0,0 0,00 1,00 0,00 0,0 0,0 0,0 0,0 
11 -20 0 138% 6,92 3,52 1,97 3,40 0,0 2,34 1,00 2,34 0,0 0,0 0,0 0,0 
12 -19 0 135% 6,73 3,62 1,86 3,11 0,0 2,40 1,00 2,40 0,0 0,0 0,0 0,0 
13 -18 0 131% 6,54 3,72 1,76 2,82 0,0 2,46 1,00 2,46 0,0 0,0 0,0 0,0 
14 -17 0 127% 6,35 3,82 1,66 2,53 0,0 2,51 1,00 2,51 0,0 0,0 0,0 0,0 
15 -16 0 123% 6,15 3,91 1,57 2,24 0,0 2,57 1,00 2,57 0,0 0,0 0,0 0,0 
16 -15 0 119% 5,96 4,01 1,49 1,95 0,0 2,63 1,00 2,63 0,0 0,0 0,0 0,0 
17 -14 0 115% 5,77 4,11 1,40 1,66 0,0 2,69 1,00 2,69 0,0 0,0 0,0 0,0 
18 -13 0 112% 5,58 4,21 1,33 1,37 0,0 2,74 1,00 2,74 0,0 0,0 0,0 0,0 
19 -12 0 108% 5,38 4,31 1,25 1,08 0,0 2,80 1,00 2,80 0,0 0,0 0,0 0,0 
20 -11 0 104% 5,19 4,41 1,18 0,79 0,0 2,86 1,00 2,86 0,0 0,0 0,0 0,0 
21 -10 1 100% 5,00 4,50 1,11 0,50 0,5 2,92 1,00 2,92 5,0 4,5 2,0 1,5 
22 -9 25 96% 4,81 4,60 1,04 0,21 5,2 2,97 1,00 2,97 120,2 115,0 43,8 38,7 
23 -8 23 92% 4,62 4,70 0,98 0,00 0,0 3,03 1,00 3,03 106,2 106,2 35,1 35,1 
24 -7 24 88% 4,42 4,80 0,92 0,00 0,00 3,09 0,99 3,06 106,2 106,2 34,6 34,6 
25 -6 27 85% 4,23 4,96 0,85 0,00 0,0 3,19 0,98 3,14 114,2 114,2 36,4 36,4 
26 -5 68 81% 4,04 5,12 0,79 0,00 0,0 3,29 0,97 3,20 274,6 274,6 85,7 85,7 
27 -4 91 77% 3,85 5,28 0,73 0,00 0,0 3,39 0,96 3,27 350,0 350,0 107,1 107,1 
28 -3 89 73% 3,65 5,44 0,67 0,00 0,0 3,49 0,95 3,33 325,2 325,2 97,7 97,7 
29 -2 165 69% 3,46 5,60 0,62 0,00 0,0 3,59 0,94 3,38 571,2 571,2 168,9 168,9 
30 -1 173 65% 3,27 5,76 0,57 0,00 0,0 3,69 0,93 3,43 565,6 565,6 165,0 165,0 
31 0 240 62% 3,08 5,92 0,52 0,00 0,0 3,79 0,92 3,47 738,5 738,5 212,8 212,8 
32 1 280 58% 2,88 6,08 0,47 0,00 0,0 3,89 0,90 3,50 807,7 807,7 230,6 230,6 
33 2 320 54% 2,69 6,24 0,43 0,00 0,00 3,99 0,88 3,53 861,5 861,5 244,4 244,4 
34 3 357 50% 2,50 6,43 0,39 0,00 0,0 4,10 0,86 3,54 892,5 892,5 251,9 251,9 
35 4 356 46% 2,31 6,62 0,35 0,00 0,0 4,21 0,84 3,55 821,5 821,5 231,6 231,6 
36 5 303 42% 2,12 6,80 0,31 0,00 0,0 4,32 0,82 3,54 641,0 641,0 181,3 181,3 
37 6 330 38% 1,92 6,99 0,28 0,00 0,0 4,43 0,79 3,51 634,6 634,6 181,0 181,0 
38 7 326 35% 1,73 7,18 0,24 0,00 0,00 4,54 0,76 3,45 564,2 564,2 163,4 163,4 
39 8 348 31% 1,54 7,37 0,21 0,00 0,0 4,67 0,73 3,39 535,4 535,4 158,1 158,1 
40 9 335 27% 1,35 7,55 0,18 0,00 0,0 4,80 0,68 3,29 451,0 451,0 137,3 137,3 
41 10 315 23% 1,15 7,74 0,15 0,00 0,0 4,93 0,64 3,14 363,5 363,5 115,8 115,8 
42 11 215 19% 0,96 7,92 0,12 0,00 0,0 5,06 0,58 2,93 206,7 206,7 70,4 70,4 
43 12 169 15% 0,77 8,11 0,09 0,00 0,00 5,19 0,51 2,66 130,0 130,0 49,0 49,0 
44 13 151 12% 0,58 8,30 0,07 0,00 0,0 5,32 0,43 2,28 87,1 87,1 38,3 38,3 
45 14 105 8% 0,38 8,48 0,05 0,00 0,0 5,45 0,32 1,76 40,4 40,4 23,0 23,0 
46 15 74 4% 0,19 8,67 0,02 0,00 0,0 5,58 0,18 1,03 14,2 14,2 13,8 13,8 
S == 10.328 10.322 3.079 3.073 
SCOPon SCOPnet 
3,35 3,36 
39 04/11/2014 
Dipl Eng. Luca Zordan
EN 14825:2012 
SEER - SEASONAL ENERGY EFFICIENCY RATIO 
Calculation of the 
SEASONAL ENERGY EFFICIENCY RATIO (SEER) 
of electrical water chiller according to EN 14825. 
40 04/11/2014 
Dipl Eng. Luca Zordan
EN 14825:2012 
SEER - SEASONAL ENERGY EFFICIENCY RATIO 
REFERENCE TECHNICAL SPECIFICATION: UNI TS 11300-3 
 Primary energy and efficiency for summer air conditioning; 
SCOPE OF APPLICATION 
- Deals in a structured and systematic way with the summer behaviour of the building and in 
particular of the system installed therein for maintenance of optimal environmental conditions; 
- Provides data and methods for the determination: 
 of the efficiency and energy requirements of summer air conditioning systems; 
 of the primary energy requirements for summer air conditioning; 
This applies only to fixed summer air conditioning systems with electrically operated or 
absorption refrigerating machines. 
These systems can be alternatively: 
 newly designed; 
 restored; 
 existing. 
41 04/11/2014 
Dipl Eng. Luca Zordan
EN 14825:2012 
SEER - SEASONAL ENERGY EFFICIENCY RATIO 
CALCULATION METHOD 
The Technical Specification identifies system efficiency and relevant energy requirement 
proceeding in a similar way to what already takes place for the analysis of heating systems, by 
sub-dividing the system into various system sub-systems, with particular attention to the 
generation sub-system. The specific energy requirement value for air handling is added to the 
basic calculation of energy necessary for cooling. 
The primary energy requirement for summer air conditioning is determined as the sum of the 
contributions (corrected by the conversion factor from primary energy to electrical energy) of 
the electrical energy requirements of the auxiliary systems, of the actual energy requirements 
for cooling and for air handling. 
Cooling Energy Demand (kWh) 
Consumed Electrical Energy (kWh) 
42 04/11/2014 
Dipl Eng. Luca Zordan
EN 14825:2012 
SEER - SEASONAL ENERGY EFFICIENCY RATIO 
PROCEDURE 
 Nominal Chiller Cooling Capacity 
(Aria 35°C, Acqua 7°C, DT=5K) ; 
 EER at full load, at External Air temperature of 
35-30-25-20°C (EERDC) 
Insert the hourly temperatures distribution (bin) 
Calculate «Partial Load Ratio (X)» and 
«Capacity Ratio (Y)» 
Calcolate required cooling capacity 
Pc(Tj)=Pdesignc * Pl(Tj); 
Calculate the maximum efficiency expected in the 
ideal Carnot cycle: EERMAX= (qf+273,16)/(qc-qf); 
Calcolate performance of the second principle 
hII = EERDC / EERMAX in the 4 Bin point where EERDC are 
declaredbymanufacture; then interpolate to find 
efficiency ratio in all other Bin - EERDC(Tj). 
Calcolate EERDC_T(j): 
EERDC_T(j) = hII * EERMAX_T(j); 
Calcolate indecies: 
EERbin_(Tj) = Y * EERDC_(Tj); 
• Colling Energy required to the the building 
Qc(Tj)=hj * Pc(Tj) [kWh] 
• Elecrtical Energy consumed by unit 
Qe(Tj)=hj * (Pc(Tj)/EERbin) [kWh]; 
SEER = SQc(Tj) / SQe(Tj) 
NB: below 20°C e over 35°C values are considered constant 
INPUT 
43 04/11/2014 
Dipl Eng. Luca Zordan
EN 14825:2012 
SEER - SEASONAL ENERGY EFFICIENCY RATIO 
EXAMPLE: SEER Calculation according to EN14825 for a residential building in Venice 
Pdesignc = 6,20kW / Tdesignc = 35°C / Wtemp=7°C, DT=5K 
EERDC,20°C = 5,46, EERDC,25°C = 4,67, EERDC,30°C = 3,88, EERDC,35°C = 3,26) 
Bin 
Outdoor 
temperature 
(dry bulb) 
hours 
Partial Load 
Ratio (X) 
Capacity Ratio 
(Y) 
Cooling Demand 
of the Building 
Cooling Capacity 
of the Chiller 
EERMAX 
(Carnot cycle) 
hII EERDC EERbin Annual Cooling 
Demand of the 
building 
Annual Power Input 
of chiller 
(Tj-16)/ 
(Tdesignc-16) Pl/(CC*Pl + (1-CC)) Pdesignc * Pl(Tj) (qf+273,16)/(qc-qf) hII =  
EERDC/EERMAX 
Y * EERDC 
j Tj hj Pl(Tj) Pc(Tj) hj*Pc(Tj) hj*(Pc(Tj)/EERbin) 
- °C hr (%) kW kW kWh kWh 
5 17 163 5% 0,36 0,33 7,40 28,02 0,25 7,00 2,50 53,19 21,26 
6 18 230 11% 0,54 0,65 7,35 25,47 0,25 6,37 3,44 150,11 43,61 
7 19 277 16% 0,65 0,98 7,30 23,35 0,25 5,84 3,81 271,17 71,24 
8 20 283 21% 0,73 1,31 7,25 21,55 0,25 5,46 3,97 369,39 93,02 
9 21 283 26% 0,78 1,63 7,20 20,01 0,26 5,26 4,11 461,74 112,43 
10 22 276 32% 0,82 1,96 7,15 18,68 0,27 5,08 4,18 540,38 129,40 
11 23 264 37% 0,85 2,28 7,10 17,51 0,28 4,93 4,21 603,03 143,38 
12 24 260 42% 0,88 2,61 7,05 16,48 0,29 4,79 4,21 678,74 161,15 
17 25 218 47% 0,90 2,94 7,00 15,56 0,30 4,67 4,20 640,23 152,33 
18 26 177 53% 0,92 3,26 6,92 14,75 0,30 4,48 4,11 577,58 140,57 
19 27 114 58% 0,93 3,59 6,84 14,01 0,31 4,31 4,01 409,20 101,93 
36 28 105 63% 0,94 3,92 6,76 13,34 0,31 4,15 3,92 411,16 104,83 
37 29 66 68% 0,96 4,24 6,68 12,73 0,31 4,01 3,83 279,98 73,06 
38 30 60 74% 0,97 4,57 6,60 12,18 0,32 3,88 3,75 274,11 73,17 
39 31 38 79% 0,97 4,89 6,53 11,67 0,32 3,74 3,64 186,00 51,12 
40 32 7 84% 0,98 5,22 6,46 11,21 0,32 3,60 3,54 36,55 10,34 
41 33 4 89% 0,99 5,55 6,39 10,78 0,32 3,48 3,44 22,19 6,45 
42 34 2 95% 0,99 5,87 6,32 10,38 0,32 3,37 3,35 11,75 3,51 
43 35 0 100% 1,00 6,20 6,25 10,01 0,33 3,26 3,26 0,00 0,00 
44 36 0 105% 1,01 6,53 6,18 9,66 0,33 3,19 3,20 0,00 0,00 
45 37 0 111% 1,01 6,85 6,11 9,34 0,33 3,08 3,11 0,00 0,00 
46 38 0 116% 1,01 7,18 6,04 9,04 0,33 2,98 3,02 0,00 0,00 
S == 5.976,47 1.492,80 
SEERON 4,01 
44 04/11/2014 
Dipl Eng. Luca Zordan
HEAT PUMPS IN ENERGY CERTIFICATION OF BUILDINGS: 
REFERENCE REGULATORY FRAMEWORK 
 With UNI TS 11300 there is an Important cultural shift from “punctual” performance  
 By the «product standard» EN14825, it’s possible to implement a method to compare 
both products of different companies but also different technologies behave at partial 
 In HPs, it is very important to optimally define the bivalent temperature in order to 
Release 06_2014 
CONSIDERATIONS: 
efficiency concept (not significant), to a weighted average seasonal“ logic; 
 The system must be designed to work efficiently even at part loads; 
load (e.g. cps VS cps, hydronic VS direct expansion, etc.). 
optimize consumption: SCOPon is therefore a valid tool. 
45 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN 
by using “SCOPon APPROACH” 
46 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
THE QUESTIONS ARE: 
- With reference to SCOP calculation method applied to heat pumps, considering a given 
design temperature, it’s better to select a large heat pump or it’s better a smaller with 
electrical heater in addition? 
- What is the tool that guides us in an energy-conscious selection? 
I’VE TRIED TO REPLY THESE QUESTIONS INTRODUCING A NEW ENERGY APPROACH TO 
SELECT AN ELECTRIC HEAT PUMP: APPROACH BASED ON SCOPon. 
47 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
INTRODUCTION - SCOP 
As is known SCOP (Seasonal Coefficient of Performance) describes the heat pump's average 
annual efficiency performance. 
SCOP is therefore an expression for how efficient a specific heat pump will be for a given 
heating demand profile, so in a specific geographical area. 
More precisely, it’s defined two different types of SCOP: SCOPon and SCOPnet. 
Next slides will show the right definition, but remember that the first one (SCOPon) takes 
into account the contribution - in terms of energy consumption - of any additional 
electrical heaters. 
48 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
INTRODUCTION - Bivalent Temperature 
In addition, we have to remember the meaning of «Bivalent Temperature». The point 
where the heat pump's capacity corresponds exactly to the heating demand is known as 
the bivalent point. At temperatures below the bivalent point, the heat pump's capacity 
has to be supplemented by backup heating. In the SCOP calculation this is included as pure 
electric heating with a COP value of 1, 
regardless of whether or not the heat 
pump has an electric heating element. 
For higher temperatures the heat pump 
will run in part load, which SCOP also 
takes into account. These conditions are 
illustrated in the figure below 
49 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
APPLICATION: 
OFFICE BUILDING 
LOCATION: 
Milan (Italy) 
Working Days 
Saturday 
Sunday  holudays 
OPERATING TIMES 
ON OFF 
OPEN 
CLOSE 
50 04/11/2014 
Dipl Eng. Luca Zordan
Night 
Daytime 
Temperature (°C) 
Temperature (°C) 
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
UR % Hours 
APPLICATION: 
OFFICE BUILDING 
Annual Operating 
Hours Daytime 2670 
Hours Night 291 
Totale Hours 2961 
51 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
OPERATING TIMES 
ON OFF 
APPLICATION: 
HOTEL 
LOCATION: 
Milan (Italy) 
OPEN 
CLOSE 
Working Days 
Saturday 
Sunday  holudays 
52 04/11/2014 
Dipl Eng. Luca Zordan
Night 
Daytime 
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
Hours UR % Temperature (°C) 
Temperature (°C) 
APPLICATION: 
HOTEL 
Annual Operating 
Hours Daytime 4116 
Hours Night 4116 
Totale Hours 8232 
53 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
1. DEFINE VARIABLES NEEDED TO CALCULATE “SCOPon” WITH REFERENCE TO EN 14825 
Outdoor 
Temperature 
Water 
temperature 
supplied 
Partial Load 
Ratio (PLR) 
Heating 
Building 
Capacity 
(°C) (°C) % kW 
TOL -15 45 
JDESIGN -5 45 100% 58,0 
A -7 45 - 63,5 
B 2 45 67% 38,7 
C 7 45 43% 24,9 
D 12 45 19% 11,0 
2. IT’S BEEN SELECTED Nr. 5 DIFFERENTE BIVALENT TEMPERATURES: 
-5°C / -2°C / 0°C / +2°C / +5°C 
54 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
3. SELECT AIR/WATER HEAT PUMP UNIT “GEYSER 2 HT” - DEPENDING SIZE ON DIFFERENT 
BIVALENT TEMPERATURES 
 Resulting in selection No. 5 different sizes of Heat Pump: 
 Geyser 2 HT 90 
 Geyser 2 HT 32 
 Geyser 2 HT 70 
Heating Capacity of Heat Pump 
 Geyser 2 HT 60 
 Geyser 2 HT 50 
JBIV = -5 JBIV = -2 JBIV = 0 JBIV = 2 JBIV = 5 
Geyser 2 HT 90 Geyser 2 HT 70 Geyser 2 HT 60 Geyser 2 HT 50 Geyser 2 HT 32 
[kW] 
PTOL [kW] 48,9 36,5 32,0 27,3 19,6 
COPTOL 2,36 2,22 2,29 2,36 2,20 
PBIV [kW] 60,5 48,4 44,4 38,4 29,5 
COPBIV 2,84 2,90 3,11 3,21 3,35 
PA [kW] 58,1 43,7 38,4 32,2 23,4 
COPBIV,A 2,75 2,62 2,71 2,74 2,63 
PB [kW] 70,0 52,4 46,2 38,4 27,9 
COPBIV,B 3,24 3,14 3,24 3,21 3,16 
PC [kW] 77,4 57,7 51,1 42,3 30,7 
COPBIV,C 3,57 3,47 3,58 3,53 3,50 
PD [kW] 85,5 63,3 56,3 46,5 33,6 
COPBIV,D 3,92 3,84 3,95 3,82 3,84 
55 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
4. GET Nr. 5 PARAMETRIC STRAIGHT: 
56 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
5. CALCULATION OF “SCOPon” FOR EACH HEAT PUMP SIZE 
Annual Heating 
demand of the building 
OFFICE BUILDING HOTEL 
UFFICI HOTEL 
Annual Heat Pump 
Capacity 
Annual power input with 
electrical heater 
Annual power input 
without electrical heater 
Annual Heating 
demand of the building 
Annual Heat Pump 
Capacity 
Annual power input with 
electrical heater 
Annual power input 
without electrical heater 
kWh kWh kWh kWh kWh kWh kWh kWh 
35.427 35.427 12.584 12.584 54.368 54.368 19.306 19.306 
SCOPon SCOPnet SCOPon SCOPnet 
2,82 2,82 2,82 2,82 
35.427 35.331 12.161 12.065 54.368 54.260 18.620 18.512 
SCOPon SCOPnet SCOPon SCOPnet 
2,91 2,93 2,92 2,93 
35.427 34.922 11.810 11.306 54.368 53.745 18.001 17.378 
SCOPon SCOPnet SCOPon SCOPnet 
3,00 3,09 3,02 3,09 
35.427 33.942 12.292 10.807 54.368 52.313 18.691 16.636 
SCOPon SCOPnet SCOPon SCOPnet 
2,88 3,14 2,91 3,14 
35.427 30.255 14.522 9.350 54.368 46.746 22.044 14.422 
SCOPon SCOPnet SCOPon SCOPnet 
2,44 3,24 2,47 3,24 
ITEM 1 
ITEM 2 
ITEM 3 
ITEM 4 
ITEM 5 
57 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
Application : OFFICE BUILGING 
Applying this analytical “SCOPon” approach, it is clear that the selection energetically more 
convenient is on model GEYSER 2 HT 60, corresponding of a Tbivalent = 0°C 
Annual Power Input with Electrical heater and SCOPon 
• Point of Minimum Energy 
consumption 
• Point of Maximum 
SCOPon value 
2,82 2,91 3,00 2,88 
2,44 
6. RESULTS: 
15 
13 
11 
9 
7 
5 
3 
1 
-5 -2 0 2 5 
MWh/year 
Annual Power Input with Elect heater SCOP_on 
58 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
7. COMBINED RESULTS: A p p l i c a t i o n : O F F I C E B U I L G I N G + Application : HOTEL 
59 04/11/2014 
Dipl Eng. Luca Zordan
OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using 
“SCOPon APPROACH” 
7. REMARKS: 
This is an analytical method that could be applied to optimize the heat pump selection. 
However, it’s essentially defined only for heating. 
In Italy, the application of the reversible heat pump (for combined use in summer and 
winter) is much preferred and used in respect to just heating applications. 
The strong sensible and latent loads in our beautiful country during summer, heavily 
influence the selection of the size of the unit and very often the summer load is by far 
predominant compared to the winter load. 
WHAT DO DO? 
It’s not a simple question but some proposals or 
better, Hypothesys - could be: 
- Multiple HP units (in parallel); 
- Ice storage Bank 
60 04/11/2014 
Dipl Eng. Luca Zordan
HEAT PUMPS IN ENERGY CERTIFICATION OF BUILDINGS: 
REFERENCE REGULATORY FRAMEWORK 
BIBLIOGRAPHY: 
 DIRETTIVA 2009/28/CE del Parlamento europeo e del Consiglio, del 23 Aprile 2009, sulla promozione 
dell'uso dell'energia proveniente dalle fonti rinnovabili, recante modifica e successiva abrogazione 
delle Direttive 2001/77/CE e 2003/30/CE. 
 DECRETO LEGISLATIVO 3 marzo 2011, n. 28. Attuazione della direttiva 2009/28/CE sulla promozione 
dell'uso dell'energia da fonti rinnovabili, recante modifica e successiva abrogazione delle direttive 
2001/77/CE e 2003/30/CE. 
 UNI/TS 11300-3/2010. Prestazioni energetiche degli edifici. Parte 3. Determinazione del fabbisogno di 
energia primaria e dei rendimenti per la climatizzazione estiva. 
 UNI/TS 11300-4/2012. Prestazioni energetiche degli edifici. Parte 4. Utilizzo di energie rinnovabili e di 
altri metodi di generazione per il riscaldamento di ambienti e preparazione acqua calda sanitaria. 
 prEN 14825. Air conditioner, liquid chilling packages and heat pumps, with electrically driven 
compressors, for space heating and cooling. Testing and rating at part load conditions and calculation 
of seasonal performance. 
 UNI EN 12831. Impianti di riscaldamento negli edifici - Metodo di calcolo del carico termico di progetto. 
 «Il quadro normativo per l’efficienza energetica e la variabilità dei carichi negli impianti di 
climatizzazione» - M. De Carli, Università degli studi di Padova, 27 Novembre 2013 
 Gazzetta Ufficiale dell’Unione europea 06.03.2013 – Decisione della Commissione del 01 Marzo 2013. 
61 04/11/2014 
Dipl Eng. Luca Zordan
HEAT PUMPS IN ENERGY CERTIFICATION OF BUILDINGS: 
REFERENCE REGULATORY FRAMEWORK 
THANKS FOR YOUR ATTENTION 
luca.zordan@swegon.it 
62 04/11/2014 
Dipl Eng. Luca Zordan

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HEAT PUMPS IN ENERGY CERTIFICATION OF THE BUILDINGS_SCOP_SEER_28 10 2014LZ

  • 1. HEAT PUMPS IN ENERGY CERTIFICATION OF THE BUILDINGS: REFERENCE REGULATORY FRAMEWORK LUCA ZORDAN - RELEASE 10_2014/00 TABLE OF CONTENTS: 1. DIRECTIVE 2009/28/EC 2. Italian Law by Decree No. 28/2011 3. UNI EN 14825 – UNI TS 11300/4 4. Seasonal performance index - SCOP 5. Seasonal performance index – SEER 6. Optimized selection of an Heat Pump in Milan, using “SCOPon” approach 1 04/11/2014
  • 2. EUROPEAN LEGISLATIONS RELATED TO BUILDINGS European Community Italia Law Legge 373/76 Legge 10/91 DPR 412/93 EPBD 2002/91/CE D.Lgs. 192/2005 D.Lgs. 311/2006 D.P.R. 2 aprile 2009 n. 59 D.M. 26 giugno 2009 DIRECTIVE 2009/28/CE D.Lgs. 28/2011 Recast EPBD 2010/31/UE 2 04/11/2014 Dipl Eng. Luca Zordan
  • 3. EUROPEAN LEGISLATIONS RELATED TO BUILDINGS With the recast of the EPBD, the principle of “nearly Zero Energy Buildings” will be decisive for the development of the building sector. nZEB means a building that has a very high energy performance and the low amount of required energy should be covered to a very significant extent by energy from renewable sources. EPBD/Article 9.1: Member States shall ensure that by 31 December 2020, all new buildings will be nZEB and after 31 December 2018, new buildings occupied and owned by public authorities are nZEB. 3 04/11/2014 Dipl Eng. Luca Zordan
  • 4. DIRECTIVE 2009/28/EC On 23rd April 2009, the EU commission published DIRECTIVE 2009/28/EC, also known as RES Directive (Renewable Energy Sources and part of the implementation of the 20-20-20 targets) on the promotion of the use of energy from renewable sources. This Directive: Sets mandatory national targets for the overall share of energy from renewable sources in gross final energy consumption and for the renewable share in transport; Requires member states to set out a National Action Plan for renewable energy and identifies the technologies that are considered part of the systems powered by renewable sources for the computation and the verification of achievement of targets; Introduces the obligatoriness of the certification of installers who work in the renewable energy sector. 4 04/11/2014 Dipl Eng. Luca Zordan
  • 5. DIRECTIVE 2009/28/EC DEFINITIONS An energy source is called PRIMARY ENERGY when it is present in nature and therefore does not come from the conversion of any other form of energy. Primary energy is not directly available for use and must be converted. If conversion has taken place, it is called SECONDARY ENERGY. If, besides being converted, the energy made available has been transported to the end users, it is called FINAL ENERGY. The process of using final energy involves losses such that the USEFUL ENERGY made available to the system we are interested in is less than the final energy. PRIMARY ENERGY FINAL ENERGY Generation Storage Distribution Emission USEFUL ENERGY hT hG hS hD hE SECONDARY ENERGY 5 04/11/2014 Dipl Eng. Luca Zordan
  • 6. Solar Energy and/or other non-fossil sources NET ENERGY DEMAND Internal Loads DISPERSIONS DIRECTIVE 2009/28/CE USEFUL ENERGY UNI TS 11300-4 FINAL ENERGY Generation Storage Distribution Emission hT hG hS hD DIRECTIVE 2009/28/EC USEFUL ENERGY hE DEFINITIONS PRIMARY ENERGY SECONDARY ENERGY 6 04/11/2014 Dipl Eng. Luca Zordan
  • 7. DIRECTIVE 2009/28/EC HEAT PUMPS Heat pumps (as technology that uses renewable energy coming from the air, water and the ground) have been included in the «RES» Directive and they constitute a technology that has a significant potential for contribution to energy saving. Heat pumps are one of the few technologies that can cover entire heating, cooling and domestic hot water production requirements. THERMAL ENERGY TRANSFERRED TO THE FLUID ENERGY ABSORBED BY THE SOURCE MECHANICAL WORK Schematic representation of the Energy Flow of a compression heat pump 7 04/11/2014 Dipl Eng. Luca Zordan
  • 8. DIRECTIVE 2009/28/EC CONTRIBUTION FROM HEAT PUMPS TO ACHIEVERES «RES» SHARE 8 04/11/2014 Dipl Eng. Luca Zordan
  • 9. DIRECTIVE 2009/28/EC ABOUT ITALY Italy has undertaken towards the EU to achieve, by 2020, a final renewable energy consumption level (electricity, heat, transport) that is 17% of the total final consumption of primary energy, as well as to promote virtuous consumption strategies aimed at energy efficiency, to achieve a primary energy saving of 13.4%. Gross Final Consumption of energy and targets for renewable energy 2005 2008 2020 Consumption from RES Gross Final Consumption RES/ Consumption Consumption from RES Gross Final Consumption RES/ Consumption Consumption from RES Gross Final Consumption RES/ Consumption (Mtoe) (Mtoe) % (Mtoe) (Mtoe) % (Mtoe) (Mtoe) % 6.941 141.226 4.91% 9.001 131.553 6.84% 22.306 131.214 17.00% SOURCE: Ministry for Economic Development «Summary of National Action Plan for Renewable Energy – June 2010». (abstract) 9 04/11/2014 Dipl Eng. Luca Zordan
  • 10. ITALIAN LAW BY DECREE No. 28/2011 ABOUT ITALY The EU Directive in question has been implemented in Italy with ITALIAN LEGISLATIVE DECREE No. 28 of 3 MARCH 2011 (the so-called «Romani Decree») published in the Official Gazette on 28 March 2011. This Decree has very considerable importance as it significantly affects the future of the development of «renewables» in Italy.. Besides introducing considerable changes in the sector (in particular concerning authorizations and as regards incentives to be assigned to renewables), it changes Italian Presidential Decree D.P.R. 59/09 and Italian Legislative Decree Dlgs 192-311 in some parts. 10 04/11/2014 Dipl Eng. Luca Zordan
  • 11. ITALIAN LAW BY DECREE No. 28/2011 ABOUT ITALY – KEY CONTENT In the case of new buildings or buildings undergoing considerable renovations, the THERMAL energy production systems must be designed and made so as to guarantee the contemporaneous observance of a coverage - using energy produced by systems powered by renewable sources - of 50% of the consumption expected for DHW water and of the following percentages of the SUM of the consumption expected for DHW, heating and cooling: . A) 20% when the application for the pertinent building permit is presented after 31/05/2012 B) 35% when the application for the pertinent building permit is presented after 01/01/2014 C) 50% when the application for the pertinent building permit is presented after 01/01/2017 11 04/11/2014 Dipl Eng. Luca Zordan
  • 12. DIRECTIVE 2009/28/EC HEAT PUMPS: RENEWABLE SHARE ERES = QUSABLE * (1 - 1/SPF) with: SPF = Seasonal Performance Factor; QUSABLE = total usable heat delivered by the heat pump. QUSABLE is only counted for those heat pumps which achieve 115% efficiency, based on primary energy: η = yearly defined by EUROSTAT as average value for EU (nowadays is 0,455) Minimum admitted SPF , with the current values of «η»: SPFmin = 2,5 for electric Heat Pumps (SPFmin = 1,15 for gas heat pump) SPF for electric Heat Pumps has to be calculated based on SCOPnet (EN 14825:2012) 12 04/11/2014 Dipl Eng. Luca Zordan
  • 13. UNI TS 11300 THE STANDARD AS A TECHNICAL TOOL… The UNI TS 11300 Standards, as enforcing tools of Italian Law by Decree n°28, are for all intents and purposes to be considered national LAWS and are divided into 4 specifications: UNI TS 11300-1/2008 (being revised): Determination of the thermal energy requirement of the building for summer and winter air conditioning; UNI TS 11300-2/2008 (being revised, expired in 2012): Primary energy and efficiency for winter air conditioning and for domestic hot water production for sanitary use; UNI TS 11300-3/2010 (being revised): Primary energy and efficiency for summer air conditioning; UNI TS 11300-4/2012: Energy Performance of buildings: use of renewable energy and other methods of generation for winter air conditioning and DHW production. UNI TS 11300-5: being prepared 13 04/11/2014 Dipl Eng. Luca Zordan
  • 14. UNI TS 11300-4 UNI TS 11300-4 PUBLICATION: 10 May 2012 (BEING REVISED) TITLE: «Energy Performance of buildings: use of renewable energy and other methods of generation for winter air conditioning and DHW production» PURPOSE AND SCOPE OF APPLICATION Technical specification UNI TS 11300–4 applies to generation sub-systems that supply useful thermal energy from renewable energy or with generation methods other than the flame combustion of fossil fuels covered in UNI TS 11300-2, including HPs (whether aeraulic, geothermal or hydraulic). The following are also considered: solar thermal, district heating, biomass, cogeneration and photovoltaic with priority as per table alongside: Prioritya) Generation subsystem Energy production 1 Solar thermal Thermal 2 Cogeneration Cogenerated electrical and thermalb) 3 Biomass combustion Thermal 4 Heat pumps Thermal or refrigeration 5 Fossil fuel heat generators Thermal a) If the system envisages the use of useful thermal energy from a network (district heating) and solar energy, priority 1 is assigned to the latter. b) These specification are applied to cogenerative systems following heat load, that is, adjusted depending on the heat load. The thermal energy is therefore the basic production. 14 04/11/2014 Dipl Eng. Luca Zordan
  • 15. UNI TS 11300-4 UNI TS 11300-4 PUBLICATION: 10 May 2012 (BEING REVISED) Definition of the boundary of the building-plant system Technical specification UNI TS 11300-4 considers as boundary of the building the boundary that delimits all the areas in which useful thermal energy or electrical energy is used or produced (energy boundary), in accordance with UNI EN 15603. Key: 1 User 2 Storage 3 Generator 4 Fuel 5 Electrical energy 6 Energy of auxiliary systems 7 Solar thermal collectors 8 Photovoltaic panels 9 Useful thermal energy from network 10 Useful thermal energy removed 11 Evaporative tower 12 Electrical energy from cogeneration 13 Electrical energy from photovoltaic 14 Electricity network 15 Boundary of the system 15 04/11/2014 Dipl Eng. Luca Zordan
  • 16. UNI TS 11300-4 UNI TS 11300-4 PUBLICATION: 10 May 2012 (BEING REVISED) As regards Heat Pumps (aeraulic, geothermal and hydraulic), it is essential to consider, in 11300-4, paragraph 9.4.4 «Performance at reduced load factor CR» and the reference to UNI EN 14825 (May 2012) «System» Standards: UNI-TS 11300-3 UNI-TS 11300-4 «Product» Standard: EN 14825: Air conditioners, liquid chilling packages and heat pumps, with electrically driven compressors, for space heating and cooling - Testing and rating at part load conditions and calculation of seasonal performance; EN 14825:2012 16 04/11/2014 Dipl Eng. Luca Zordan
  • 17. EN 14825:2012 THE SEASONAL PERFORMANCE INDEX “SCOP” IN HEATING Seasonal performance index (SCOP) should be calculated with the “bin method” (method of the frequencies of occurrence of the temperature), distributed over the entire heating season; One of the three reference climate conditions stated in the standard must be used: A (Average): Strasbourg (France), C (Colder): Helsinki (Finland) W (Warmer): Athens (Greece), These climate conditions are considered sufficiently representative of the climate of the whole of Europe. 17 04/11/2014 Dipl Eng. Luca Zordan
  • 18. EN 14825:2012 THE SEASONAL PERFORMANCE INDEX “SCOP” IN HEATING Distribution of hourly average temperatures in the three reference cities Frequency distribution of the “bin” for the climatic reference conditions, as specified by the UNI EN 14825 Hours Temperature (°C) 18 04/11/2014 Dipl Eng. Luca Zordan
  • 19. EN 14825:2012 THE SEASONAL PERFORMANCE INDEX “SCOP” IN HEATING External design temperature (θdesign) according to UNI EN 12831: for A (Average) = - 10°C for C (Colder) = - 22°C for W (Warmer) = + 2°C Internal design temperature: 20°C. When the external temperature exceeds 15°C, the heating system stops (therefore it is assumed any heating load Φh when the external temperature is θH,off = 16°C balancing temperature). It is assumed that load Φh ranges linearly from 100%, at the design temperature (θdesign), to 0% at the balancing temperature (Figure 1) θdesign 16 Φh T [°C] (Figure1) 100% 19 04/11/2014 Dipl Eng. Luca Zordan
  • 20. EN 14825:2012 «PLR» (Part Load Ratio) PLR is the ratio between the part load (or total load) divided by the full load, and is calculated using the following formula: with: θe = external air temperature θdes = design temperature 20 04/11/2014 Dipl Eng. Luca Zordan
  • 21. EN 14825:2012 «PLR» (Part Load Ratio) All the standards on the matter and, in particular UNI EN 14825 and UNI/TS 11300-4, require the heat pump manufacturers supply data regarding at least the operating conditions indicated in the following table. Reference conditions for performance data provided by the manufacturer. Heat pumps for heating only or combined operation. Cold Souce Cold source temperature Hot source temperature, air heating 1) Hot sorce temperature, hydronic heating 2) Hot sorce temperature, tap water 3) Air -7 2 7 12 20 35 45 55 45 55 Water 5 10 15 20 35 45 55 45 55 Soil/rock -5 0 5 10 20 35 45 55 45 55 1) Return temperature. 2) For at least one of the indicated temperatures. Other suggested data: 25°C, 65°C. 3) For at least one of the indicated temperatures. Reference conditions for performance data provided by the manufacturer. Heat pumps for domestic hot water production only. Heat pumps Cold source temperature (air) hot source temperature, tap water 1) ) TapWater production only 7 15 20 35 55 1) For at least one of the indicated temperatures. Other suggested data: 45°C, 65°C. 21 04/11/2014 Dipl Eng. Luca Zordan
  • 22. EN 14825:2012 «PLR» (Part Load Ratio) With these external temperature values A (-7°C), B (2°C), C (7°C), D 12°C) referred to the reference climate areas, we obtain the following % ratio of the PLR index: 88% 100% 54% 64% 35% 29% 61% 37% 24% 15% 11% 22 04/11/2014 Dipl Eng. Luca Zordan
  • 23. PLR % 37 24 64 EN 14825:2012 «PLR» (Part Load Ratio) So, for Air-to-Water Heat Pumps: Ext. Air Temp. (Cold source) °C Climate (EN 14825) Inlet Water Temperature (warm source) [°C ] 23 04/11/2014 Dipl Eng. Luca Zordan
  • 24. 24 EN 14825:2012 BIVALENT TEMPERATURE (Air source) In a bivalent heat pump system, in which the heat demand of the user is not met exclusively by the heat pump but auxiliary generation systems operate, the bivalent temperature (θbival) is defined as the temperature of the cold source at which load demand can be covered exclusively with the heat pump. As we may see in next slides, in this thermal conditions heat pump operates with load factor CR = 1. 1 Heat load of the system 2 Design heat load CR 1 CR 1 Dipl Eng. Luca Zordan
  • 25. EN 14825:2012 MAIN DEFINITIONS - COP’ (Coefficient of performance at declared capacity): ratio between the heating capacity delivered by the HP at full load and the absorbed electrical power, at the indicated specific external air temperature conditions; - COPPL (Coefficient of performance at part load): ratio between the heating capacity delivered by the HP at part load and the absorbed electrical power, at the indicated specific external air temperature conditions; - TOL (Operating Temperature Limit): operating temperature limit of the HP (related to the cold source) declared by the manufacturer – stopping temperature limit. - P (power required by the system) [kW] - f (heating capacity required by the system) [kW] - f’H, design (design heat load of the system) [kW] - (Temperature of the hot well: delivery side of the HP) - (Temperature of the cold source) qc qf 25 04/11/2014 Dipl Eng. Luca Zordan
  • 26. EN 14825:2012 MAIN DEFINITIONS - DC (Declared Capacity): Maximum heating capacity of the heat pump in the operating conditions specified by the manufacturer; - SCOPnet (Net seasonal coefficient of performance): seasonal coefficient of performance calculated with reference to just the active operating period excluding consumption due to any additional electric heaters. - SCOPon (Active function seasonal coefficient of performance): seasonal coefficient of performance calculated with reference to just the active operating period including consumption due to any additional electric heaters. - SCOP (Seasonal coefficient of performance): seasonal coefficient of performance calculated with reference to the whole heating period, including consumption due to any additional electric heaters and including any consumption during periods when there is no demand for heat, periods of stand-by, consumption due to active auxiliary systems during switch-off periods, and consumption due to a crankcase heater if there is one. 26 04/11/2014 Dipl Eng. Luca Zordan
  • 27. EN 14825:2012 MAIN DEFINITIONS Elbu (Tj) = power of the electric heater [kW] Heating Energy Demand (kWh) Consumed Electrical Energy (kWh) 27 04/11/2014 Dipl Eng. Luca Zordan
  • 28. EN 14825:2012 MAIN DEFINITIONS - CR (Capacity Ratio - Heat Pump Load factor). This is the ratio between the heating capacity required by the user to the HP «F» (load) in the specific operating conditions and the nominal heating capacity of the HP declared by the manufacturer «DC» in the same temperature conditions. Example (bivalent temperature = -8°C) External Water Output PLR Power required Max heating capacity CR F DC Temperature Temperature (QDESIGN=-10°C) by the system (F) deliverable by the HP (DC) (°C) (°C) % kW kW CR = JDESIGN -10 35 100% 5.00 4.50 1.11 A -7 35 88% 4.40 4.80 0.92 B 2 35 54% 2.70 6.24 0.43 C 7 35 35% 1.77 7.18 0.24 D 12 35 15% 0.75 8.11 0.09 NOTE: CR is in general different from the climate factor PLR as the nominal heating capacity of the pump can be different from the design heating capacity and, in any case, it changes as the temperatures of the sources change. 28 04/11/2014 Dipl Eng. Luca Zordan
  • 29. EN 14825:2012 Dependence of the full load COP on temperature For determination of performance at full load in different temperature conditions from the declared ones, in the case of refrigerant compression electrical absorption HPs, it is possible to: 1) carry out linear interpolation between the declared values, or: 2) use second law efficiency; the maximum theoretical COP between two sources (ideal Carnot cycle, Figure 2) is in fact given by the following relation: Second law efficiency is defined by the relation: COP in intermediate conditions: Figure 2: Ideal Carnot cycle 29 04/11/2014 Dipl Eng. Luca Zordan
  • 30. EN 14825:2012 Dependence of the full load COP on temperature EXAMPLE 1: interpolation between two different temperatures of the hot source, with the same cold source, using second law efficiency qf -7 2 7 12 COP1 3,6 4,5 5,4 6,5 DC1 [kW] 8,8 10,2 12 13,6 hII,1 0,491 0,482 0,491 0,485 COP2 3,0 3,6 4,1 4,8 DC2 [kW] 7,8 9,3 11,2 13,2 hII,2 0,490 0,486 0,490 0,498 hII,X 0,490 0,483 0,490 0,489 COPX 3,4 4,2 4,9 5,9 qc,1 = 35°C qc,2 = 45°C qc,X = 38°C EXAMPLE 2: interpolation between two different temperatures of the cold source, with the same hot source, using second law efficiency qf -7 -3 0 2 COP1 3,6 3,95 4,26 4,5 DC1 [kW] 8,8 10,2 hII,1 0,491 0,487 0,484 0,482 qc = 35°C 30 04/11/2014 Dipl Eng. Luca Zordan
  • 31. EN 14825:2012 Dependence of the COP on the load factor (CR1) When, due to fixed working conditions, the applied load is less than the maximum capacity that the HP can supply, the COP changes and, to determine the performance of the machine, a corrective factor must be used: COPPL = f * COP where: COPPL = value of the COP at part load COP = value of the COP at full load CR 1 the value of the corrective factor can be established: a) according to the data provided by the manufacturer; b) according to the calculation models, when these data are not provided. CR 1 31 04/11/2014 Dipl Eng. Luca Zordan
  • 32. EN 14825:2012 Dependence of the COP on the load factor (CR1) a) CR at part load conditins (CR 1) according to the data provided by the manufacturer; Followind tags have to be respected (Cfr. UNI EN14825, A ”Average” climate area): Desing Temperature: - 10 °C ; PLR referred to -7 (A), 2 (B), +7(C), +12 (D); Bivalent temperature fixed at -7°C; Delacred Capacity(DC) and COP referred to 4 temperatures (A), (B), (C), (D). 32 04/11/2014 Dipl Eng. Luca Zordan
  • 33. EN 14825:2012 Dependence of the COP on the load factor (CR1) b) Calculation of CR at reduced load (CR 1) according to the calculation models when data provided by the manufacturer are not available In this case, for air/water, water/water heat pumps , we proceed as follows: Corrective Factor where: COPA,B,C,D COP in conditions A, B, C, D according to prEN 14825:2010 COPDC COP at full load, declared in the temperature to which the performance at part load relates Cc Declared correction factor. If not provided, it is assumed to be 0.9 CR Capacity ratio NOTE: For variable capacity heat pumps (INVERTER HPs) if the data envisaged by UNI EN 14825 are not available, a corrective coefficient of 1 up to the load factor CR = 0.5 (or up to the minimum modulation value if this is different from 0.5) is assumed. Below this value of CR , we proceed as in previous point . 33 04/11/2014 Dipl Eng. Luca Zordan
  • 34. EN 14825:2012 Dependence of the COP on the load factor (CR1) b) Calculation of CR at reduced load (CR 1) according to the calculation models when data provided by the manufacturer are not available 34 04/11/2014 Dipl Eng. Luca Zordan
  • 35. EN 14825:2012 SCOP - SEASONAL COEFFICIENT OF PERFORMANCE Calculation of the SEASONAL COEFFICIENT OF PERFORMANCE (SCOP) of electrical refrigerant compression Heat Pumps according to EN 14825. 35 04/11/2014 Dipl Eng. Luca Zordan
  • 36. EN 14825:2012 SCOP - SEASONAL COEFFICIENT OF PERFORMANCE INPUT Climate Condition referred to the reference city Declared Performace of the HP unit ALGORITHM OUTPUT SCOPON SCOPNET 36 04/11/2014 Dipl Eng. Luca Zordan
  • 37. EN 14825:2012 SCOP - SEASONAL COEFFICIENT OF PERFORMANCE EXAMPLE: Calculation of SCOPON and SCOPNET for an air-water (step) heat pump, used for heating by radiant panels is presented by way of example. Reference climatic conditions A (Average / Strasbourg); Design capacity of Φdesign = 5 kW at temperature θdesignA = – 10 °C; Bivalent temperature = -8°C; Fixed water delivery temperature: 35°C; Operating Temperature Limit (TOL): -20°C. Table of the input data and of the main coefficients obtained for calculation of the SCOP according to EN14825 AVERAGE External Air Temperature Outlet water Temperature PLR Heating Capacity required by the system Maximum heating capacity by the HP Declared COP CR fCOP* COP part load (QDESIGN=-10°C) (COPDC) (COPPL) (°C) (°C) % kW kW TOL -20 35 JDESIGN -10 35 100% 5.00 4.50 2.92 1.11 1.01 2.95 A -7 35 88% 4.40 4.80 3.09 0.92 0.99 3.06 B 2 35 54% 2.70 6.24 3.99 0.43 0.88 3.52 C 7 35 35% 1.75 7.18 4.54 0.24 0.76 3.45 D 12 35 15% 0.75 8.11 5.19 0.09 0.51 2.66 JBIVALENT -8 35 92% 4.60 4.65 3.03 0.99 1.00 3.03 37 04/11/2014 Dipl Eng. Luca Zordan
  • 38. EN 14825:2012 SCOP - SEASONAL COEFFICIENT OF PERFORMANCE EXAMPLE: T design -10 °C T bivalent -8 °C T OL -20,00 °C Pdesign 5,0 kW Temp Acqua 35,0 °C CC=0,9 CAPACITY COP* Phol 3,52 kW 2,34 Phbiv 4,70 kW 3,03 PhA 4,80 kW 3,09 PhB 6,24 kW 3,99 PhC 7,18 kW 4,54 PhD 8,11 kW 5,19 *COP values already integrate degradation for on/off cycling Distribution of hourly temperatures (bin) Hours 38 04/11/2014 Dipl Eng. Luca Zordan
  • 39. Bin EN 14825:2012 SCOP - SEASONAL COEFFICIENT OF PERFORMANCE Outdoor temperature (dry bulb) hours PLR Heating demand of the building Heating Capacity of Heat Pump CR Capacity of electrical heater Annual Capacity of electrical heater COP fCORR, COP COPPL Annual Heating demand of the building Annual Heating demand of the building Witout h.e. Annual power input with electrical heater Annual power input without electrical heater (Tj-16)/ (Tdesign-16) PLR*Pdesign j Tj hj (%) Ph(Tj) elbu(Tj) hj * elbu(Tj) hj*Ph(Tj) - °C hr kW kW kW kWh kWh kWh kWh kWh 9 -22 0 146% 7,31 3,32 2,20 7,31 0,0 0,00 1,00 0,00 0,0 0,0 0,0 0,0 10 -21 0 142% 7,12 3,42 2,08 7,12 0,0 0,00 1,00 0,00 0,0 0,0 0,0 0,0 11 -20 0 138% 6,92 3,52 1,97 3,40 0,0 2,34 1,00 2,34 0,0 0,0 0,0 0,0 12 -19 0 135% 6,73 3,62 1,86 3,11 0,0 2,40 1,00 2,40 0,0 0,0 0,0 0,0 13 -18 0 131% 6,54 3,72 1,76 2,82 0,0 2,46 1,00 2,46 0,0 0,0 0,0 0,0 14 -17 0 127% 6,35 3,82 1,66 2,53 0,0 2,51 1,00 2,51 0,0 0,0 0,0 0,0 15 -16 0 123% 6,15 3,91 1,57 2,24 0,0 2,57 1,00 2,57 0,0 0,0 0,0 0,0 16 -15 0 119% 5,96 4,01 1,49 1,95 0,0 2,63 1,00 2,63 0,0 0,0 0,0 0,0 17 -14 0 115% 5,77 4,11 1,40 1,66 0,0 2,69 1,00 2,69 0,0 0,0 0,0 0,0 18 -13 0 112% 5,58 4,21 1,33 1,37 0,0 2,74 1,00 2,74 0,0 0,0 0,0 0,0 19 -12 0 108% 5,38 4,31 1,25 1,08 0,0 2,80 1,00 2,80 0,0 0,0 0,0 0,0 20 -11 0 104% 5,19 4,41 1,18 0,79 0,0 2,86 1,00 2,86 0,0 0,0 0,0 0,0 21 -10 1 100% 5,00 4,50 1,11 0,50 0,5 2,92 1,00 2,92 5,0 4,5 2,0 1,5 22 -9 25 96% 4,81 4,60 1,04 0,21 5,2 2,97 1,00 2,97 120,2 115,0 43,8 38,7 23 -8 23 92% 4,62 4,70 0,98 0,00 0,0 3,03 1,00 3,03 106,2 106,2 35,1 35,1 24 -7 24 88% 4,42 4,80 0,92 0,00 0,00 3,09 0,99 3,06 106,2 106,2 34,6 34,6 25 -6 27 85% 4,23 4,96 0,85 0,00 0,0 3,19 0,98 3,14 114,2 114,2 36,4 36,4 26 -5 68 81% 4,04 5,12 0,79 0,00 0,0 3,29 0,97 3,20 274,6 274,6 85,7 85,7 27 -4 91 77% 3,85 5,28 0,73 0,00 0,0 3,39 0,96 3,27 350,0 350,0 107,1 107,1 28 -3 89 73% 3,65 5,44 0,67 0,00 0,0 3,49 0,95 3,33 325,2 325,2 97,7 97,7 29 -2 165 69% 3,46 5,60 0,62 0,00 0,0 3,59 0,94 3,38 571,2 571,2 168,9 168,9 30 -1 173 65% 3,27 5,76 0,57 0,00 0,0 3,69 0,93 3,43 565,6 565,6 165,0 165,0 31 0 240 62% 3,08 5,92 0,52 0,00 0,0 3,79 0,92 3,47 738,5 738,5 212,8 212,8 32 1 280 58% 2,88 6,08 0,47 0,00 0,0 3,89 0,90 3,50 807,7 807,7 230,6 230,6 33 2 320 54% 2,69 6,24 0,43 0,00 0,00 3,99 0,88 3,53 861,5 861,5 244,4 244,4 34 3 357 50% 2,50 6,43 0,39 0,00 0,0 4,10 0,86 3,54 892,5 892,5 251,9 251,9 35 4 356 46% 2,31 6,62 0,35 0,00 0,0 4,21 0,84 3,55 821,5 821,5 231,6 231,6 36 5 303 42% 2,12 6,80 0,31 0,00 0,0 4,32 0,82 3,54 641,0 641,0 181,3 181,3 37 6 330 38% 1,92 6,99 0,28 0,00 0,0 4,43 0,79 3,51 634,6 634,6 181,0 181,0 38 7 326 35% 1,73 7,18 0,24 0,00 0,00 4,54 0,76 3,45 564,2 564,2 163,4 163,4 39 8 348 31% 1,54 7,37 0,21 0,00 0,0 4,67 0,73 3,39 535,4 535,4 158,1 158,1 40 9 335 27% 1,35 7,55 0,18 0,00 0,0 4,80 0,68 3,29 451,0 451,0 137,3 137,3 41 10 315 23% 1,15 7,74 0,15 0,00 0,0 4,93 0,64 3,14 363,5 363,5 115,8 115,8 42 11 215 19% 0,96 7,92 0,12 0,00 0,0 5,06 0,58 2,93 206,7 206,7 70,4 70,4 43 12 169 15% 0,77 8,11 0,09 0,00 0,00 5,19 0,51 2,66 130,0 130,0 49,0 49,0 44 13 151 12% 0,58 8,30 0,07 0,00 0,0 5,32 0,43 2,28 87,1 87,1 38,3 38,3 45 14 105 8% 0,38 8,48 0,05 0,00 0,0 5,45 0,32 1,76 40,4 40,4 23,0 23,0 46 15 74 4% 0,19 8,67 0,02 0,00 0,0 5,58 0,18 1,03 14,2 14,2 13,8 13,8 S == 10.328 10.322 3.079 3.073 SCOPon SCOPnet 3,35 3,36 39 04/11/2014 Dipl Eng. Luca Zordan
  • 40. EN 14825:2012 SEER - SEASONAL ENERGY EFFICIENCY RATIO Calculation of the SEASONAL ENERGY EFFICIENCY RATIO (SEER) of electrical water chiller according to EN 14825. 40 04/11/2014 Dipl Eng. Luca Zordan
  • 41. EN 14825:2012 SEER - SEASONAL ENERGY EFFICIENCY RATIO REFERENCE TECHNICAL SPECIFICATION: UNI TS 11300-3 Primary energy and efficiency for summer air conditioning; SCOPE OF APPLICATION - Deals in a structured and systematic way with the summer behaviour of the building and in particular of the system installed therein for maintenance of optimal environmental conditions; - Provides data and methods for the determination: of the efficiency and energy requirements of summer air conditioning systems; of the primary energy requirements for summer air conditioning; This applies only to fixed summer air conditioning systems with electrically operated or absorption refrigerating machines. These systems can be alternatively: newly designed; restored; existing. 41 04/11/2014 Dipl Eng. Luca Zordan
  • 42. EN 14825:2012 SEER - SEASONAL ENERGY EFFICIENCY RATIO CALCULATION METHOD The Technical Specification identifies system efficiency and relevant energy requirement proceeding in a similar way to what already takes place for the analysis of heating systems, by sub-dividing the system into various system sub-systems, with particular attention to the generation sub-system. The specific energy requirement value for air handling is added to the basic calculation of energy necessary for cooling. The primary energy requirement for summer air conditioning is determined as the sum of the contributions (corrected by the conversion factor from primary energy to electrical energy) of the electrical energy requirements of the auxiliary systems, of the actual energy requirements for cooling and for air handling. Cooling Energy Demand (kWh) Consumed Electrical Energy (kWh) 42 04/11/2014 Dipl Eng. Luca Zordan
  • 43. EN 14825:2012 SEER - SEASONAL ENERGY EFFICIENCY RATIO PROCEDURE Nominal Chiller Cooling Capacity (Aria 35°C, Acqua 7°C, DT=5K) ; EER at full load, at External Air temperature of 35-30-25-20°C (EERDC) Insert the hourly temperatures distribution (bin) Calculate «Partial Load Ratio (X)» and «Capacity Ratio (Y)» Calcolate required cooling capacity Pc(Tj)=Pdesignc * Pl(Tj); Calculate the maximum efficiency expected in the ideal Carnot cycle: EERMAX= (qf+273,16)/(qc-qf); Calcolate performance of the second principle hII = EERDC / EERMAX in the 4 Bin point where EERDC are declaredbymanufacture; then interpolate to find efficiency ratio in all other Bin - EERDC(Tj). Calcolate EERDC_T(j): EERDC_T(j) = hII * EERMAX_T(j); Calcolate indecies: EERbin_(Tj) = Y * EERDC_(Tj); • Colling Energy required to the the building Qc(Tj)=hj * Pc(Tj) [kWh] • Elecrtical Energy consumed by unit Qe(Tj)=hj * (Pc(Tj)/EERbin) [kWh]; SEER = SQc(Tj) / SQe(Tj) NB: below 20°C e over 35°C values are considered constant INPUT 43 04/11/2014 Dipl Eng. Luca Zordan
  • 44. EN 14825:2012 SEER - SEASONAL ENERGY EFFICIENCY RATIO EXAMPLE: SEER Calculation according to EN14825 for a residential building in Venice Pdesignc = 6,20kW / Tdesignc = 35°C / Wtemp=7°C, DT=5K EERDC,20°C = 5,46, EERDC,25°C = 4,67, EERDC,30°C = 3,88, EERDC,35°C = 3,26) Bin Outdoor temperature (dry bulb) hours Partial Load Ratio (X) Capacity Ratio (Y) Cooling Demand of the Building Cooling Capacity of the Chiller EERMAX (Carnot cycle) hII EERDC EERbin Annual Cooling Demand of the building Annual Power Input of chiller (Tj-16)/ (Tdesignc-16) Pl/(CC*Pl + (1-CC)) Pdesignc * Pl(Tj) (qf+273,16)/(qc-qf) hII = EERDC/EERMAX Y * EERDC j Tj hj Pl(Tj) Pc(Tj) hj*Pc(Tj) hj*(Pc(Tj)/EERbin) - °C hr (%) kW kW kWh kWh 5 17 163 5% 0,36 0,33 7,40 28,02 0,25 7,00 2,50 53,19 21,26 6 18 230 11% 0,54 0,65 7,35 25,47 0,25 6,37 3,44 150,11 43,61 7 19 277 16% 0,65 0,98 7,30 23,35 0,25 5,84 3,81 271,17 71,24 8 20 283 21% 0,73 1,31 7,25 21,55 0,25 5,46 3,97 369,39 93,02 9 21 283 26% 0,78 1,63 7,20 20,01 0,26 5,26 4,11 461,74 112,43 10 22 276 32% 0,82 1,96 7,15 18,68 0,27 5,08 4,18 540,38 129,40 11 23 264 37% 0,85 2,28 7,10 17,51 0,28 4,93 4,21 603,03 143,38 12 24 260 42% 0,88 2,61 7,05 16,48 0,29 4,79 4,21 678,74 161,15 17 25 218 47% 0,90 2,94 7,00 15,56 0,30 4,67 4,20 640,23 152,33 18 26 177 53% 0,92 3,26 6,92 14,75 0,30 4,48 4,11 577,58 140,57 19 27 114 58% 0,93 3,59 6,84 14,01 0,31 4,31 4,01 409,20 101,93 36 28 105 63% 0,94 3,92 6,76 13,34 0,31 4,15 3,92 411,16 104,83 37 29 66 68% 0,96 4,24 6,68 12,73 0,31 4,01 3,83 279,98 73,06 38 30 60 74% 0,97 4,57 6,60 12,18 0,32 3,88 3,75 274,11 73,17 39 31 38 79% 0,97 4,89 6,53 11,67 0,32 3,74 3,64 186,00 51,12 40 32 7 84% 0,98 5,22 6,46 11,21 0,32 3,60 3,54 36,55 10,34 41 33 4 89% 0,99 5,55 6,39 10,78 0,32 3,48 3,44 22,19 6,45 42 34 2 95% 0,99 5,87 6,32 10,38 0,32 3,37 3,35 11,75 3,51 43 35 0 100% 1,00 6,20 6,25 10,01 0,33 3,26 3,26 0,00 0,00 44 36 0 105% 1,01 6,53 6,18 9,66 0,33 3,19 3,20 0,00 0,00 45 37 0 111% 1,01 6,85 6,11 9,34 0,33 3,08 3,11 0,00 0,00 46 38 0 116% 1,01 7,18 6,04 9,04 0,33 2,98 3,02 0,00 0,00 S == 5.976,47 1.492,80 SEERON 4,01 44 04/11/2014 Dipl Eng. Luca Zordan
  • 45. HEAT PUMPS IN ENERGY CERTIFICATION OF BUILDINGS: REFERENCE REGULATORY FRAMEWORK With UNI TS 11300 there is an Important cultural shift from “punctual” performance By the «product standard» EN14825, it’s possible to implement a method to compare both products of different companies but also different technologies behave at partial In HPs, it is very important to optimally define the bivalent temperature in order to Release 06_2014 CONSIDERATIONS: efficiency concept (not significant), to a weighted average seasonal“ logic; The system must be designed to work efficiently even at part loads; load (e.g. cps VS cps, hydronic VS direct expansion, etc.). optimize consumption: SCOPon is therefore a valid tool. 45 04/11/2014 Dipl Eng. Luca Zordan
  • 46. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN by using “SCOPon APPROACH” 46 04/11/2014 Dipl Eng. Luca Zordan
  • 47. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” THE QUESTIONS ARE: - With reference to SCOP calculation method applied to heat pumps, considering a given design temperature, it’s better to select a large heat pump or it’s better a smaller with electrical heater in addition? - What is the tool that guides us in an energy-conscious selection? I’VE TRIED TO REPLY THESE QUESTIONS INTRODUCING A NEW ENERGY APPROACH TO SELECT AN ELECTRIC HEAT PUMP: APPROACH BASED ON SCOPon. 47 04/11/2014 Dipl Eng. Luca Zordan
  • 48. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” INTRODUCTION - SCOP As is known SCOP (Seasonal Coefficient of Performance) describes the heat pump's average annual efficiency performance. SCOP is therefore an expression for how efficient a specific heat pump will be for a given heating demand profile, so in a specific geographical area. More precisely, it’s defined two different types of SCOP: SCOPon and SCOPnet. Next slides will show the right definition, but remember that the first one (SCOPon) takes into account the contribution - in terms of energy consumption - of any additional electrical heaters. 48 04/11/2014 Dipl Eng. Luca Zordan
  • 49. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” INTRODUCTION - Bivalent Temperature In addition, we have to remember the meaning of «Bivalent Temperature». The point where the heat pump's capacity corresponds exactly to the heating demand is known as the bivalent point. At temperatures below the bivalent point, the heat pump's capacity has to be supplemented by backup heating. In the SCOP calculation this is included as pure electric heating with a COP value of 1, regardless of whether or not the heat pump has an electric heating element. For higher temperatures the heat pump will run in part load, which SCOP also takes into account. These conditions are illustrated in the figure below 49 04/11/2014 Dipl Eng. Luca Zordan
  • 50. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” APPLICATION: OFFICE BUILDING LOCATION: Milan (Italy) Working Days Saturday Sunday holudays OPERATING TIMES ON OFF OPEN CLOSE 50 04/11/2014 Dipl Eng. Luca Zordan
  • 51. Night Daytime Temperature (°C) Temperature (°C) OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” UR % Hours APPLICATION: OFFICE BUILDING Annual Operating Hours Daytime 2670 Hours Night 291 Totale Hours 2961 51 04/11/2014 Dipl Eng. Luca Zordan
  • 52. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” OPERATING TIMES ON OFF APPLICATION: HOTEL LOCATION: Milan (Italy) OPEN CLOSE Working Days Saturday Sunday holudays 52 04/11/2014 Dipl Eng. Luca Zordan
  • 53. Night Daytime OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” Hours UR % Temperature (°C) Temperature (°C) APPLICATION: HOTEL Annual Operating Hours Daytime 4116 Hours Night 4116 Totale Hours 8232 53 04/11/2014 Dipl Eng. Luca Zordan
  • 54. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” 1. DEFINE VARIABLES NEEDED TO CALCULATE “SCOPon” WITH REFERENCE TO EN 14825 Outdoor Temperature Water temperature supplied Partial Load Ratio (PLR) Heating Building Capacity (°C) (°C) % kW TOL -15 45 JDESIGN -5 45 100% 58,0 A -7 45 - 63,5 B 2 45 67% 38,7 C 7 45 43% 24,9 D 12 45 19% 11,0 2. IT’S BEEN SELECTED Nr. 5 DIFFERENTE BIVALENT TEMPERATURES: -5°C / -2°C / 0°C / +2°C / +5°C 54 04/11/2014 Dipl Eng. Luca Zordan
  • 55. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” 3. SELECT AIR/WATER HEAT PUMP UNIT “GEYSER 2 HT” - DEPENDING SIZE ON DIFFERENT BIVALENT TEMPERATURES Resulting in selection No. 5 different sizes of Heat Pump: Geyser 2 HT 90 Geyser 2 HT 32 Geyser 2 HT 70 Heating Capacity of Heat Pump Geyser 2 HT 60 Geyser 2 HT 50 JBIV = -5 JBIV = -2 JBIV = 0 JBIV = 2 JBIV = 5 Geyser 2 HT 90 Geyser 2 HT 70 Geyser 2 HT 60 Geyser 2 HT 50 Geyser 2 HT 32 [kW] PTOL [kW] 48,9 36,5 32,0 27,3 19,6 COPTOL 2,36 2,22 2,29 2,36 2,20 PBIV [kW] 60,5 48,4 44,4 38,4 29,5 COPBIV 2,84 2,90 3,11 3,21 3,35 PA [kW] 58,1 43,7 38,4 32,2 23,4 COPBIV,A 2,75 2,62 2,71 2,74 2,63 PB [kW] 70,0 52,4 46,2 38,4 27,9 COPBIV,B 3,24 3,14 3,24 3,21 3,16 PC [kW] 77,4 57,7 51,1 42,3 30,7 COPBIV,C 3,57 3,47 3,58 3,53 3,50 PD [kW] 85,5 63,3 56,3 46,5 33,6 COPBIV,D 3,92 3,84 3,95 3,82 3,84 55 04/11/2014 Dipl Eng. Luca Zordan
  • 56. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” 4. GET Nr. 5 PARAMETRIC STRAIGHT: 56 04/11/2014 Dipl Eng. Luca Zordan
  • 57. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” 5. CALCULATION OF “SCOPon” FOR EACH HEAT PUMP SIZE Annual Heating demand of the building OFFICE BUILDING HOTEL UFFICI HOTEL Annual Heat Pump Capacity Annual power input with electrical heater Annual power input without electrical heater Annual Heating demand of the building Annual Heat Pump Capacity Annual power input with electrical heater Annual power input without electrical heater kWh kWh kWh kWh kWh kWh kWh kWh 35.427 35.427 12.584 12.584 54.368 54.368 19.306 19.306 SCOPon SCOPnet SCOPon SCOPnet 2,82 2,82 2,82 2,82 35.427 35.331 12.161 12.065 54.368 54.260 18.620 18.512 SCOPon SCOPnet SCOPon SCOPnet 2,91 2,93 2,92 2,93 35.427 34.922 11.810 11.306 54.368 53.745 18.001 17.378 SCOPon SCOPnet SCOPon SCOPnet 3,00 3,09 3,02 3,09 35.427 33.942 12.292 10.807 54.368 52.313 18.691 16.636 SCOPon SCOPnet SCOPon SCOPnet 2,88 3,14 2,91 3,14 35.427 30.255 14.522 9.350 54.368 46.746 22.044 14.422 SCOPon SCOPnet SCOPon SCOPnet 2,44 3,24 2,47 3,24 ITEM 1 ITEM 2 ITEM 3 ITEM 4 ITEM 5 57 04/11/2014 Dipl Eng. Luca Zordan
  • 58. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” Application : OFFICE BUILGING Applying this analytical “SCOPon” approach, it is clear that the selection energetically more convenient is on model GEYSER 2 HT 60, corresponding of a Tbivalent = 0°C Annual Power Input with Electrical heater and SCOPon • Point of Minimum Energy consumption • Point of Maximum SCOPon value 2,82 2,91 3,00 2,88 2,44 6. RESULTS: 15 13 11 9 7 5 3 1 -5 -2 0 2 5 MWh/year Annual Power Input with Elect heater SCOP_on 58 04/11/2014 Dipl Eng. Luca Zordan
  • 59. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” 7. COMBINED RESULTS: A p p l i c a t i o n : O F F I C E B U I L G I N G + Application : HOTEL 59 04/11/2014 Dipl Eng. Luca Zordan
  • 60. OPTIMIZED SELECTION OF AN HEAT PUMP IN MILAN, by using “SCOPon APPROACH” 7. REMARKS: This is an analytical method that could be applied to optimize the heat pump selection. However, it’s essentially defined only for heating. In Italy, the application of the reversible heat pump (for combined use in summer and winter) is much preferred and used in respect to just heating applications. The strong sensible and latent loads in our beautiful country during summer, heavily influence the selection of the size of the unit and very often the summer load is by far predominant compared to the winter load. WHAT DO DO? It’s not a simple question but some proposals or better, Hypothesys - could be: - Multiple HP units (in parallel); - Ice storage Bank 60 04/11/2014 Dipl Eng. Luca Zordan
  • 61. HEAT PUMPS IN ENERGY CERTIFICATION OF BUILDINGS: REFERENCE REGULATORY FRAMEWORK BIBLIOGRAPHY: DIRETTIVA 2009/28/CE del Parlamento europeo e del Consiglio, del 23 Aprile 2009, sulla promozione dell'uso dell'energia proveniente dalle fonti rinnovabili, recante modifica e successiva abrogazione delle Direttive 2001/77/CE e 2003/30/CE. DECRETO LEGISLATIVO 3 marzo 2011, n. 28. Attuazione della direttiva 2009/28/CE sulla promozione dell'uso dell'energia da fonti rinnovabili, recante modifica e successiva abrogazione delle direttive 2001/77/CE e 2003/30/CE. UNI/TS 11300-3/2010. Prestazioni energetiche degli edifici. Parte 3. Determinazione del fabbisogno di energia primaria e dei rendimenti per la climatizzazione estiva. UNI/TS 11300-4/2012. Prestazioni energetiche degli edifici. Parte 4. Utilizzo di energie rinnovabili e di altri metodi di generazione per il riscaldamento di ambienti e preparazione acqua calda sanitaria. prEN 14825. Air conditioner, liquid chilling packages and heat pumps, with electrically driven compressors, for space heating and cooling. Testing and rating at part load conditions and calculation of seasonal performance. UNI EN 12831. Impianti di riscaldamento negli edifici - Metodo di calcolo del carico termico di progetto. «Il quadro normativo per l’efficienza energetica e la variabilità dei carichi negli impianti di climatizzazione» - M. De Carli, Università degli studi di Padova, 27 Novembre 2013 Gazzetta Ufficiale dell’Unione europea 06.03.2013 – Decisione della Commissione del 01 Marzo 2013. 61 04/11/2014 Dipl Eng. Luca Zordan
  • 62. HEAT PUMPS IN ENERGY CERTIFICATION OF BUILDINGS: REFERENCE REGULATORY FRAMEWORK THANKS FOR YOUR ATTENTION luca.zordan@swegon.it 62 04/11/2014 Dipl Eng. Luca Zordan