Heating calculation example.

With 64.7% of the energy used in EU households going towards heating, it is more important than ever to ensure your system is energy efficient. 

 

Several factors influence the effectiveness of your heating system, therefore estimating your consumption and costs can be challenging.

 

So, we’ve done the hard work for you and calculated the estimated running cost of Rointe radiators in an 80m2, 3 bed home in a cold climate zone.

RADIATOR

D Series with integrated Wi-Fi

WEEKLY COSTSMONTHLY COSTSYEARLY COSTS
€24.22€96.88€775.02
7 days a week30 days a month224 days a year
LOCATIONM2PRODUCT
REFERENCE
NOMINAL POWER
(W)
EFFECTIVE POWER*
(W)
HOURS HEAT
per day
ELECTRICITY CONSUMPTION
kWh per day
RUNNING COST PER DAY
€0.1451 kWh
Lounge
15 elements
19DIW1600RAD1,600 W608 W106.1€0.88
Kitchen
11 elements
14DIW1210RAD1,210 W459.8 W10

4.6

€0.67
Hall
7 elements
9DIW0770RAD770 W292.6 W102.9€0.42
Bedroom 1
11 elements
14DIW1210RAD1,210 W459.8 W83.7€0.53
Bedroom 2
7 elements
9DIW0770RAD770 W292.6 W102.9€0.42
Bedroom 3
7 elements
9DIW0770RAD770 W292.6 W61.8€0.25
Bathroom
5 elements
6DIW0550RAD550 W209 W91.9€0.27
TOTAL8076,880 W2614.4 W6323.8€3.46

* In tests performed by independent laboratories (under the same parameters), a Rointe radiator with Fuzzy Logic Energy Control technology and another with Optimizer Energy Plus technology were compared. A difference in energy consumption of 6.3% was obtained. This saving allows the radiators with Fuzzy Logic Energy Control (D Series & Kyros) to use an average power of only 38% of the nominal power. We define this as the equivalent consumption coefficient. If we multiply the nominal power by the equivalent consumption coefficient, we obtain the effective power. Please note all costs and calculations are estimates only and should be taken as such.

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RADIATOR

Kyros with pre-programming

WEEKLY COSTSMONTHLY COSTSYEARLY COSTS
€24.22€96.88€775.02
7 days a week30 days a month224 days a year
LOCATIONM2PRODUCT
REFERENCE
NOMINAL POWER
(W)
EFFECTIVE POWER*
(W)
HOURS HEAT
per day
ELECTRICITY CONSUMPTION
kWh per day
RUNNING COST PER DAY
€0.1451 kWh
Lounge
15 elements
19DIW1600RAD1,600 W608 W106.1€0.88
Kitchen
11 elements
14DIW1210RAD1,210 W459.8 W10

4.6

€0.67
Hall
7 elements
9DIW0770RAD770 W292.6 W102.9€0.42
Bedroom 1
11 elements
14DIW1210RAD1,210 W459.8 W83.7€0.53
Bedroom 2
7 elements
9DIW0770RAD770 W292.6 W102.9€0.42
Bedroom 3
7 elements
9DIW0770RAD770 W292.6 W61.8€0.25
Bathroom
5 elements
6DIW0550RAD550 W209 W91.9€0.27
TOTAL8076,880 W2614.4 W6323.8€3.46

* In tests performed by independent laboratories (under the same parameters), a Rointe radiator with Fuzzy Logic Energy Control technology and another with Optimizer Energy Plus technology were compared. A difference in energy consumption of 6.3% was obtained. This saving allows the radiators with Fuzzy Logic Energy Control (D Series & Kyros) to use an average power of only 38% of the nominal power. We define this as the equivalent consumption coefficient. If we multiply the nominal power by the equivalent consumption coefficient, we obtain the effective power. Please note all costs and calculations are estimates only and should be taken as such.

RADIATOR

Sygma with 24/7 programming

WEEKLY COSTSMONTHLY COSTSYEARLY COSTS
€25.49€101.98€815.81
7 days a week30 days a month224 days a year
LOCATIONM2PRODUCT
REFERENCE
NOMINAL POWER
(W)
EFFECTIVE POWER*
(W)
HOURS HEAT
per day
ELECTRICITY CONSUMPTION
kWh per day
RUNNING COST PER DAY
£0.115p kWh
Lounge
15 elements
19SRI1600RAD1,600 W640 W106.4€0.93
Kitchen
11 elements
14SRI1210RAD1,210 W484 W10

4.8

€0.70
Hall
7 elements
9SRI0770RAD770 W308 W103.1€0.45
Bedroom 1
11 elements
14SRI1210RAD1,210 W484 W83.9€0.56
Bedroom 2
7 elements
9SRI0770RAD770 W308 W103.1€0.45
Bedroom 3
7 elements
9SRI0770RAD770 W308 W61.8€0.27
Bathroom
5 elements
6SRI0550RAD550 W220 W92.0€0.29
TOTAL8076,880 W2,752 W6325.1€3.64

* In tests conducted by independent laboratories, heating was simulated in a 12 m2 climate chamber, under pre-established parameters and a set temperature of 21ºC using a Rointe Sygma radiator. The tests showed that an average power output of 40% was obtained. This is what we define as the equivalent consumption coefficient. If we multiply the product nominal power by the equivalent consumption coefficient, we obtain the effective power of the product. Please note all costs and calculations are estimates only and should be taken as such.