19 Rating curves (Obsolete since 2009) - EOL

Rating Curves Module Configuration (Obsolete since 2009)

The rating curves module is a standard file (i.e. it has a fixed name) which contains all the rating curves used in your system. A rating curve is referenced by the location id. I.e. each location has a specific rating curve for that point in the river. Furthermore a rating curve can have one or more periods for which it is valid. For each location there can be different rating curves that are valid for different times.

When the transformation module needs to use a rating curve for a given location at a given time, then it will search all rating curves for the given location id. From all rating curves with the given location id, it will use the rating curve that is valid for the given time.

It is also possible to have different rating curves with the same location id, the same rating curve type and with overlapping valid periods, as long as they have different rating curve ids. This makes it possible to have rating curves with valid periods that only have a start date (no end date), which are valid until the next rating curve with the next start date becomes valid. In this case, if multiple rating curves are valid for a given time, then the transformation module will use the rating curve that has the most recent start date in its valid period.

The ratings are either "qhrelationtable" or "simpleratingcurve" refer to by the hydroMeteoFunction in the transformation module. An example of the reference from the transformation module is shown below:

<hydroMeteoFunction function="qhrelationtable" outputVariableId="Flow" useRatingCurve="true" ratingCurveType="LevelToFlow"/>
or
<hydroMeteoFunction function="simpleratingcurve" outputVariableId="Flow" useRatingCurve="true" ratingCurveType="LevelToFlow"/>

Rating curve

Figure 1: Overview of rating curve config file

location for which the rating is valid should be the same as in the locations.xml
ratingCurveType you can choose from either LevelToFlow or FlowToLevel
reversible if this option is set to "true" then both level to flow and flow to level calculations with be allowed
ValidPeriod allows you to enter a start and end date for which the rating is valid (e.g. a summer and winter rating). The dates and times can be specified with or without a time zone. Use e.g. 2008-06-20T11:33:00+05:00 for a time in time zone GMT+05:00. Use e.g. 2008-06-20T11:33:00Z for a time in GMT, where the Z means GMT. If a time is specified without a time zone, e.g. 2009-12-01T00:00:00, then the time is assumed to be in local time. Note: 2008-06-20 11:33:00 in time zone GMT+5:00 is physically the same time as 2008-06-20 06:33:00 in GMT.
correction see below
ratingCurveTable see below
ratingCurveEquation see below

correction (not yet implemented)

Figure 2: correction complex type

The correction complex type allows the user to specify a correction technique for unsteady flow (jones equation) or backwater (constant fall method or normal fall method).

jonesEquation the user must specify the minimum h for which the method is valid (h_min and the a, b and c parameters - see below)

The Jones Equation is of the form:

where:
Qm = unsteady discharge
Qc = steady discharge
S0 = energy slope for steady flow
vw = wave velocity
dh/dt = rate of charge of water level in time (m/day)

The adjustment factor 1/S0vw (day/m) varies with water level. This factor is fitted by a parabolic function of h:

for h>hmin

Twin gauge station fall-discharge methods

Stage-fall-discharge or twin gauge station fall-discharge methods are user to include backwater effects on stage-discharge ratings.

In these methods the fall F between the water level at the discharge measuring site and a downstream station is considered as an additional parameter, to account for the effect of water surface slope on discharge. Both the constant fall method and normal fall method are based on the following equation:

Where:
Qm = backwater affected discharge
Qr = reference discharge
Fm = measured fall
Fr = reference fall
p = power, with 0.4 < p < 0.6

constant fall method

In this method the reference fall Fr is taken as a constant. A special case of the constant-fall method is the unit-fall method, where Fr = 1m is applied. In the computational procedure a value for Fr is assumed. Then a rating curve is fitted to the values:

normal fall method

In this method the reference fall (Fr) is modelled as a function of the water level; Fr = f(h). This function is represented by a parabola:

In Fews you should specify the a, b and c parameters and also a value of hmin, below which the backwater correction is not valid.

Rating Curve Table

ratingCurveTable this allows you to simply enter the pairs of q and h values.

  </ratingCurve>
  <ratingCurve ratingCurveId="TheBigRiver">
    <location>
      <locationId>X1123</locationId>
    </location>
    <ratingCurveType>LevelToFlow</ratingCurveType>
    <reversible>true</reversible>
    <ratingCurveTable>
      <ratingCurveTableRecord flow="0.100" level="0.054"/>
      <ratingCurveTableRecord flow="0.500" level="0.155"/>
      <ratingCurveTableRecord flow="1.000" level="0.244"/>
      <ratingCurveTableRecord flow="1.479" level="0.317"/>
    </ratingCurveTable>
  </ratingCurve>

Rating Curve Equation

A rating curve equation can be defined per section of the rating curve using the lowerLevel and UpperLevel tags. The equation can be in the form of a power equation or a parabola. The form of the equation:

Power equation
Parabola

In Fews you should configure the appropriate values for a, b and c

Here is an example:

  <ratingCurve ratingCurveId="Test location">
    <location>
      <locationId>234206</locationId>
    </location>
    <ratingCurveType>LevelToFlow</ratingCurveType>
    <reversible>true</reversible>
    <ratingCurveEquation>
      <lowerLevel>0</lowerLevel>
      <upperLevel>0.391</upperLevel>
      <equation>Power</equation>
      <a>11.9001</a>
      <b>0</b>
      <c>1.55067</c>
    </ratingCurveEquation>
    <ratingCurveEquation>
      <lowerLevel>0.391</lowerLevel>
      <upperLevel>0.807</upperLevel>
      <equation>Power</equation>
      <a>16.6258</a>
      <b>-0.1</b>
      <c>1.8564</c>
    </ratingCurveEquation>
  </ratingCurve>