Anwendungsbeispiel: Umsetzung eines Betriebsplans/en: Unterschied zwischen den Versionen
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The characteristic curve is given in the form of an X-Y curve with interpolation points. | The characteristic curve is given in the form of an X-Y curve with interpolation points. | ||
The realization of the operating plan to the terminology described above, first requires the identification of all requirements and uses for the dam and definition of the ''discharge functions''. The following information is provided only to illustrate the operating plan concept and does not purport to be complete or an accurate representation of actual conditions. | |||
* '''''Use:'' Water supply''' | * '''''Use:'' Water supply''' |
Version vom 3. März 2021, 10:56 Uhr
Taking the Wehebach-Dam as an example of use, the implementation of an operating plan in accordance with applying laws is illustrated.
The Wehebach-Dam is a multi-purpose reservoir used for water supply and flood protection. In addition, a regular discharge of 100 l/s to the downstream watercourse is to be maintained. The operator of the dam is the Water association Eifel-Rur. The operation responsibilities include the drinking water supply of the greater Aachen area, the northern Eifel region and the supply of service water for several industrial companies. The catchment area of the dam is 43.61 km², the average annual inflow is 21 million m³, and the storage capacity is 119.3%. Built as a rockfill dam, the construction of the reservoir was completed in 1983.
The following operating plan was drawn up for the Wehebach-Dam:
- Characteristics of the dam:
- Max. content at crest level: 27.1M m³
- Capacity up to spillway: 25.06M m³
- Capacity level (normal water level): see flood control areas
- Release volume for water supply:
The reservoir provides two water supply companies with drinking water. The companies request water via daily demand values. Concerning the water supply, it is set that up to 11 million m³ must be provided annually as drinking water, of which no more than 2.5 million m³ may be discharged each month.
- Standard discharge:
The standard discharge is intended to provide a minimum flow downstream the dam and is set depending on the inflow, as follows:
Inflow ≥ 200 l/s → Standard discharge = 200 l/s 100 l/s ≤ Inflow < 200 l/s → Standard discharge = Inflow Inflow < 100 l/s → Standard discharge = 100 l/s
Every water resources management year, not later than the end of March, 4 m³/s must be discharged to the downstream watercourse as a flushing wave over a period of 6 hours.
- Flood control areas:
To ensure sufficing flood protection, a time-variable pool-based flood level is defined. The lower limit of the flood control areas is defined as the capacity level.
1.10. - 31.10. Flood control area = 1.00M m³ Capacity level = 24.06M m³ 1.11. - 30.11. Flood control area = 2.75M m³ Capacity level = 22.31M m³ 1.12. - 15.1. Flood control area = 4.50M m³ Capacity level = 20.56M m³ 16.1. - 31.3. Flood control area = 2.50M m³ Capacity level = 22.56M m³ 1.4. - 30.4. Flood control area = 1.75M m³ Capacity level = 23.31M m³ 1.5. - 30.9. Flood control area = 1.00M m³ Capacity level = 24.06M m³
Clearance of flood control areas is done at the maximal permitted discharge.
- Maximal permitted discharge:
As long as the normal water level has not yet been reached, no more than 5 m³/s may be discharged to the downstream watercourse.
If the normal water level of the dam is exceeded and the inflow exceeds the maximum discharge of 5 m³/s, no more than 5 m³/s may be discharged from the bottom outlet. Additional inflow is to be discharged via the spillway.
- Capacity curve of the spillway:
The characteristic curve is given in the form of an X-Y curve with interpolation points.
The realization of the operating plan to the terminology described above, first requires the identification of all requirements and uses for the dam and definition of the discharge functions. The following information is provided only to illustrate the operating plan concept and does not purport to be complete or an accurate representation of actual conditions.
- Use: Water supply
temporal dependency: constant delivery function over the year, demand variable external dependencies: yes 1. current water demand [m³/s]: Factor1 (Calculation rule: Multiplication) 2. monthly balance of withdrawals: Factor2 (Calculation rule: Multiplication) 3. annual balance of withdrawals: Factor3 (Calculation rule: Multiplication) Delivery per time step: Calculation of the use 'water supply' by:
Abgabe = Factor1 × Factor2 × Factor3 × f(Storage content)
Conditions Discharge functions Covering demand [%]: Validity period: Jan. 1 - Dec. 31.
Explanation:
Reduction of demand coverage to 80% from a storage capacity < 10 million m³. If the storage content falls below 2 million m³, nothing more is withdrawn.
Conditions System state functions Actual water demand [m³/s]: (Factor 1)
Time reference: current value
Calculation rule: Multiplication
no function necessary Monthly balance of the withdrawals [-]: (Factor 2)
Time reference: Monthly balance sheet
Validity period: Jan. 1 - Dec. 31.
Limit value: 2.5 million m³
Calculation rule: Multiplication
Annual balance of withdrawals [-]: (Factor 3)
Time reference: Annual balance sheet
Validity period: Jan. 1 - Dec. 31.
Limit value: 11.0 million m³
Calculation rule: Multiplication
- Use: Flood protection
time dependency: yes external dependencies: no Levy per time step: The levy 'flood protection' is given directly as a function of the date
.Levy = f(memory content)
Conditions Discharge functions Validity period: Dec. 1 - Jan. 15. permissible maximum output: 5 m³/s
Reservoir target: 20.56 Mio m³
validity period: 16 Jan - 31 March permissible maximum output: 5 m³/s
Congestion target: 22.56 Mio. m³
Validity period: April 1 - April 30 permissible maximum output: 5 m³/s
Reservoir target: 23.31 million m³/s
For the remaining periods, the discharge functions are analogous.
- Use:' Control discharge
time dependency: ja external dependencies: ja 1. current inflow {m³/s]: Factor 1 (calculation rule: multiplication) Discharge per time step: BCalculation of the use 'control discharge' by:
Discharge = Factor × f(memory contents)
conditions drop-off functions Factor rule outflow [-]: Validity period: Jan. 1 - Dec. 31.
Explanation:
If the storage capacity falls below 2 million m³, a control flow is no longer maintained.
Conditions System state functions Actual inflow [m³/s]: (Factor 1)
Validity period: Jan. 1 - Dec. 31.
permissible maximum output: 5 m³/s
Explanation:
If the inflow exceeds 0.2 m³/s, a discharge of 0.2 m³/s continues.
For a selected time point and an assumed initial storage content of S0 = 23000 thousand m³, all relationships are plotted in Abbildung 26. For illustration purposes, the flood control function has been assigned a different y-axis scale.
Parameters | defaults | affects: |
---|---|---|
Time | January 30 | flood protection, water supply. (Factor1, Factor2) |
Initial storage content | 23,000 million m³ | all discharge functions |
Average daily inflow | 0.180 m³/s | control discharge |
Average water demand | 0.300 m³/s | water supply withdrawal |
Withdrawal water supply since 1.Jan. | 0.750 Mio. m³ | water supply withdrawal |