Translations:Berechnungsschema/ Implementierung der Betriebsregeln/10/en: Unterschied zwischen den Versionen
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:<math>\frac{dS}{dt} = \sum_{z=1}^n Q_z - \sum_{p=1}^m (y_{p,i-1} + k_{p,i} \cdot (S_{(t)} - S_{p,i-1}))</math> | :<math>\frac{dS}{dt} = \sum_{z=1}^n Q_z - \sum_{p=1}^m (y_{p,i-1} + k_{p,i} \cdot (S_{(t)} - S_{p,i-1}))</math> | ||
:with | :with | ||
:S : | :S : Storage volume | ||
:Q<sub>z</sub> : | :Q<sub>z</sub> : Inflow (independent of storage volume). | ||
:y<sub>i-1</sub> : | :y<sub>i-1</sub> : Discharge value at supporting point i-1 | ||
:k : | :k : Slope between the supporting points i-1 and i | ||
:n : | :n : Number of inflows | ||
:m : | :m : Number of discharges dependent on the storage volume | ||
:t : | :t : Time |
Aktuelle Version vom 3. März 2021, 15:26 Uhr
(2-2)
- [math]\displaystyle{ \frac{dS}{dt} = \sum_{z=1}^n Q_z - \sum_{p=1}^m (y_{p,i-1} + k_{p,i} \cdot (S_{(t)} - S_{p,i-1})) }[/math]
- with
- S : Storage volume
- Qz : Inflow (independent of storage volume).
- yi-1 : Discharge value at supporting point i-1
- k : Slope between the supporting points i-1 and i
- n : Number of inflows
- m : Number of discharges dependent on the storage volume
- t : Time