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Comparison of End‐User Electric Power Meters for Accuracy

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4. Results<br />

4.1. Summary about accuracy<br />

Each meter was tested against the six loads as described in 3. The error ranges<br />

were derived from the relative deviations <strong>of</strong> the meter reading and the reading <strong>of</strong><br />

the reference device. The average errors in absolute figures were also calculated<br />

<strong>for</strong> all devices, and their average was 9.2% (standard deviation = 6.3%). The<br />

average errors associated with individual devices are displayed in Figure 2 below:<br />

Verkkokauppa.com FHT-9999<br />

Hong-Kong FHT-9999<br />

19 %<br />

18 %<br />

Clas Ohlson PM300<br />

15 %<br />

Motonet PM300<br />

LIDL PM333<br />

12 %<br />

12 %<br />

Velleman NETBSEM2<br />

BeAw are prototype<br />

Christ-Elektronik CLM200<br />

6 %<br />

6 %<br />

6 %<br />

Clas Ohlson EMT707CTL<br />

Technoline Cost control<br />

Plogg Blu v2.0<br />

2 %<br />

3 %<br />

3 %<br />

Average error<br />

0 % 5 % 10 % 15 % 20 % 25 %<br />

Figure 2. The average errors in each meter in comparison to the reference value.<br />

All errors are presented as absolute values deviating from the reference.<br />

We found no relation between the accuracy <strong>of</strong> the device and its retail price (see<br />

Figure 3). This was not surprising in the given price range, because the<br />

manufacturing costs <strong>for</strong> the tested devices are likely very similar. Bit surprising<br />

was that the two more expensive devices did not per<strong>for</strong>m significantly better.<br />

Weighted tolerance score<br />

3.00<br />

2.50<br />

2.00<br />

1.50<br />

1.00<br />

0.50<br />

Price versus accuracy<br />

Price in Euro<br />

0.00<br />

0 20 40<br />

Figure 3. Relation <strong>of</strong> price and accuracy. The two most expensive meters excluded.<br />

8

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