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Guide to Hydrological Practices, 6th edition, Volume I - Hydrology.nl

Guide to Hydrological Practices, 6th edition, Volume I - Hydrology.nl

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I.2-12<br />

GUIDE TO HYDROLOGICAL PRACTICES<br />

Table I.2.4. Recommended units as appearing in Table I.2.2.<br />

Item Unit Symbol Remarks<br />

1 Centimetre cm ISO<br />

2 Day d ISO<br />

3 Degree Celsius ˚C ISO<br />

4 Gram g ISO<br />

5 Hectare ha<br />

6 Hec<strong>to</strong>pascal hPa ISO<br />

7 Hour h ISO<br />

8 Joule J ISO<br />

9 Kilogramme kg ISO<br />

10 Kilometre km ISO<br />

11 Knot kn, kt<br />

12 Litre l ISO<br />

13 Metre m ISO<br />

14 Microsiemens μS<br />

15 Milligram mg ISO<br />

16 Millimetre mm ISO<br />

17 Minute min ISO<br />

18 New<strong>to</strong>n N ISO<br />

19 Parts per million ppm<br />

20 Pascal Pa ISO<br />

21 Percentage %<br />

22 Second s ISO<br />

23 Tonne (metric <strong>to</strong>n) t ISO<br />

24 Year a ISO<br />

25 Bequerel Bq IAEA<br />

<strong>to</strong> one report. CREX uses many of the principles of<br />

the previous BUFR code, and each message consists<br />

of sections as follows:<br />

Section<br />

number<br />

Name<br />

0 Indica<strong>to</strong>r<br />

section<br />

1 Data<br />

description<br />

section<br />

Contents<br />

CREX<br />

CREX master table number, <strong>edition</strong><br />

number, table version number,<br />

data category, then a collection of<br />

descrip<strong>to</strong>rs which define the form<br />

and content of data subsets making<br />

the data section and an optional<br />

check digit indica<strong>to</strong>r E<br />

2 Data section A set of data items defined by<br />

section 1<br />

3 Optional<br />

section<br />

4 End section 7777<br />

SUPP followed by additional items<br />

for local use<br />

Further information can be found at http://www.<br />

wmo.int/pages/prog/www/WMOCodes.html.<br />

2.3.3 Accuracy of hydrological<br />

measurements<br />

2.3.3.1 Basic principles<br />

Theoretically, the true values of hydrological elements<br />

cannot be determined by measurements because<br />

errors of measurement cannot be eliminated<br />

completely. The uncertainty in measurement has a<br />

probabilistic character that can be defined as the<br />

interval in which the true value is expected <strong>to</strong> lie with<br />

a certain probability or confidence level. The width of<br />

the confidence interval is also called error band.<br />

If measurements are independent one from the<br />

other, the uncertainty in the results of measurements<br />

can be estimated by taking at least

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