Translations:Berechnungsschema/ Implementierung der Betriebsregeln/31/en - Versionsgeschichte

Haghani am 30. August 2021 um 09:27 Uhr

2021-08-30T09:27:25Z

← Nächstältere Version		Version vom 30. August 2021, 11:27 Uhr
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	In summary, a ~~reservoir~~ can have multiple uses. For each use, there is a function depending on the ~~reservoir~~ volume, which must remain constant within an outer time step, but is changeable from time step to time step (time dependency). Besides, scaling the functions differently for each time step accounts for external dependencies via factors. Prerequisites for the scaling are constant factors during the time step. The calculation process is independent of the time step, as it is split according to section changes into an arbitrary number of inner time steps. As a result, the method is suitable for a wide variety of time intervals and produces results that are true to the volume. The method facilitates its use for diverse time intervals, e.g. it is suitable for a flood event with a time step of a few minutes but as well for a long-term simulation with daily values or even larger time intervals. For this purpose, it is critical, to define discharge functions with a sufficient number of supporting points.		In summary, a storage can have multiple uses. For each use, there is a function depending on the storage volume, which must remain constant within an outer time step, but is changeable from time step to time step (time dependency). Besides, scaling the functions differently for each time step accounts for external dependencies via factors. Prerequisites for the scaling are constant factors during the time step. The calculation process is independent of the time step, as it is split according to section changes into an arbitrary number of inner time steps. As a result, the method is suitable for a wide variety of time intervals and produces results that are true to the volume. The method facilitates its use for diverse time intervals, e.g. it is suitable for a flood event with a time step of a few minutes but as well for a long-term simulation with daily values or even larger time intervals. For this purpose, it is critical, to define discharge functions with a sufficient number of supporting points.

T.Schnellbach am 16. März 2021 um 10:19 Uhr

2021-03-16T10:19:28Z

← Nächstältere Version		Version vom 16. März 2021, 12:19 Uhr
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	In summary, a reservoir can have ~~any number of~~ uses. For each use, there is a function depending on the reservoir volume, which must remain constant within an outer time step, but is changeable from time step to time step (time dependency). Besides, scaling the functions differently for each time step accounts for external dependencies via factors. Prerequisites for the scaling are constant factors during the time step. The calculation process is independent of the time step, as it is split according to section changes into an arbitrary number of inner time steps. As a result, the method is suitable for a wide variety of time intervals and produces results that are true to the volume. The method facilitates its use for diverse time intervals, e.g. it is suitable for a flood event with a time step of a few minutes but as well for a long-term simulation with daily values or even larger time intervals. For this purpose, it is critical, to define discharge functions with a sufficient number of supporting points.		In summary, a reservoir can have multiple uses. For each use, there is a function depending on the reservoir volume, which must remain constant within an outer time step, but is changeable from time step to time step (time dependency). Besides, scaling the functions differently for each time step accounts for external dependencies via factors. Prerequisites for the scaling are constant factors during the time step. The calculation process is independent of the time step, as it is split according to section changes into an arbitrary number of inner time steps. As a result, the method is suitable for a wide variety of time intervals and produces results that are true to the volume. The method facilitates its use for diverse time intervals, e.g. it is suitable for a flood event with a time step of a few minutes but as well for a long-term simulation with daily values or even larger time intervals. For this purpose, it is critical, to define discharge functions with a sufficient number of supporting points.

T.Schnellbach am 16. März 2021 um 10:18 Uhr

2021-03-16T10:18:45Z

← Nächstältere Version		Version vom 16. März 2021, 12:18 Uhr
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	In summary, a reservoir can have any number of uses. For each ~~usage~~, there is a function ~~dependent~~ on the reservoir ~~content~~, which must remain constant within an ~~external~~ time step, but ~~can be changed~~ from time step to time step (time dependency). ~~In addition~~, ~~these~~ functions ~~can be scaled~~ differently for each time step by external dependencies via factors. ~~Prerequisite~~ for the scaling are constant factors during the time step. The calculation process is independent of the time step, ~~since~~ it is ~~decomposed~~ according to ~~the~~ section ~~crossings~~ into ~~arbitrarily many internal~~ time steps. ~~This means that~~ the method is suitable for a wide variety of time intervals and produces results that are true to the volume. ~~Thus~~, ~~both~~ a flood event with a time step of a few minutes ~~and~~ a long-term simulation with daily values or even larger time intervals ~~can be used~~. ~~The only decisive factor~~ is ~~that all ''~~discharge functions~~'' are defined over~~ a sufficient number of ~~grid~~ points.		In summary, a reservoir can have any number of uses. For each use, there is a function depending on the reservoir volume, which must remain constant within an outer time step, but is changeable from time step to time step (time dependency). Besides, scaling the functions differently for each time step accounts for external dependencies via factors. Prerequisites for the scaling are constant factors during the time step. The calculation process is independent of the time step, as it is split according to section changes into an arbitrary number of inner time steps. As a result, the method is suitable for a wide variety of time intervals and produces results that are true to the volume. The method facilitates its use for diverse time intervals, e.g. it is suitable for a flood event with a time step of a few minutes but as well for a long-term simulation with daily values or even larger time intervals. For this purpose, it is critical, to define discharge functions with a sufficient number of supporting points.

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2021-01-21T16:59:20Z

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In summary, a reservoir can have any number of uses. For each usage, there is a function dependent on the reservoir content, which must remain constant within an external time step, but can be changed from time step to time step (time dependency). In addition, these functions can be scaled differently for each time step by external dependencies via factors. Prerequisite for the scaling are constant factors during the time step. The calculation process is independent of the time step, since it is decomposed according to the section crossings into arbitrarily many internal time steps. This means that the method is suitable for a wide variety of time intervals and produces results that are true to the volume. Thus, both a flood event with a time step of a few minutes and a long-term simulation with daily values or even larger time intervals can be used. The only decisive factor is that all ''discharge functions'' are defined over a sufficient number of grid points.