Translations:Berechnungsschema/ Implementierung der Betriebsregeln/3/en - Versionsgeschichte

Haghani am 30. August 2021 um 09:23 Uhr

2021-08-30T09:23:56Z

← Nächstältere Version		Version vom 30. August 2021, 11:23 Uhr
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	The previously given order of principles already indicates a useful structure for the mathematical formulation. The storage volume poses the most essential dependency. In system hydrology, this type of dependency is known as a linear single ~~reservoir~~ and can be thoroughly solved. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in the ~~reservoir~~ (storage volume). The proportionality factor k is referred to as the ~~reservoir~~ constant. Taking into account the continuity equation and the ~~reservoir~~ constant gives the differential equation of the linear single ~~reservoir~~. However, the ~~reservoir~~ equation is inapplicable to storage systems influenced by controls and operation rules. In this case, the discharges are not proportional to the storage volume, and therefore, an extension of the equation to any number of discharges is necessary.		The previously given order of principles already indicates a useful structure for the mathematical formulation. The storage volume poses the most essential dependency. In system hydrology, this type of dependency is known as a linear single stroage and can be thoroughly solved. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in the storage (storage volume). The proportionality factor k is referred to as the storage constant. Taking into account the continuity equation and the storage constant gives the differential equation of the linear single storage. However, the storage equation is inapplicable to storage systems influenced by controls and operation rules. In this case, the discharges are not proportional to the storage volume, and therefore, an extension of the equation to any number of discharges is necessary.

T.Schnellbach am 16. März 2021 um 08:21 Uhr

2021-03-16T08:21:45Z

← Nächstältere Version		Version vom 16. März 2021, 10:21 Uhr
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	The previously given order of ~~the~~ principles already ~~gives~~ a structure ~~usable~~ for the mathematical formulation. The ~~main dependency is given by the~~ storage volume. In system hydrology, this ~~kind~~ of dependency is known as a linear single reservoir and can ~~thus~~ be solved ~~to completion~~. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in the reservoir (storage volume). The proportionality factor k is ~~called~~ the reservoir constant. Taking into account the continuity equation and the reservoir constant, the differential equation of the linear single reservoir ~~is given~~. However, the reservoir equation is ~~unsuitable for the actual application~~ to storage systems influenced by controls and operation rules. In this case, the discharges are not proportional to the storage volume, and therefore the equation ~~would have to be extended~~ to any number of discharges.		The previously given order of principles already indicates a useful structure for the mathematical formulation. The storage volume poses the most essential dependency. In system hydrology, this type of dependency is known as a linear single reservoir and can be thoroughly solved. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in the reservoir (storage volume). The proportionality factor k is referred to as the reservoir constant. Taking into account the continuity equation and the reservoir constant gives the differential equation of the linear single reservoir. However, the reservoir equation is inapplicable to storage systems influenced by controls and operation rules. In this case, the discharges are not proportional to the storage volume, and therefore, an extension of the equation to any number of discharges is necessary.

T.Schnellbach am 3. März 2021 um 13:55 Uhr

2021-03-03T13:55:00Z

← Nächstältere Version		Version vom 3. März 2021, 15:55 Uhr
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	The order of the ~~regularities given before~~ already gives a structure ~~which is also~~ usable for ~~mathematics~~. The ~~central dependence~~ is given by the storage ~~content~~. In system hydrology, ~~such a form~~ of ~~dependence~~ is known ~~by the~~ linear single reservoir and can be solved ~~in a closed way~~. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in it (~~reservoir content~~). The proportionality factor k is called the ~~storage~~ constant. ~~Together with~~ the continuity equation, ~~this gives~~ the differential equation of the single~~-linear~~ reservoir. ~~This form of~~ the ~~storage~~ equation is unsuitable for actual application to ~~control-influenced~~ storage systems. ~~On the one hand~~, the discharges are ~~normally~~ not proportional to the storage ~~content, on the other hand~~, the equation ~~must~~ be extended to any number of discharges.		The previously given order of the principles already gives a structure usable for the mathematical formulation. The main dependency is given by the storage volume. In system hydrology, this kind of dependency is known as a linear single reservoir and can thus be solved to completion. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in the reservoir (storage volume). The proportionality factor k is called the reservoir constant. Taking into account the continuity equation and the reservoir constant, the differential equation of the linear single reservoir is given. However, the reservoir equation is unsuitable for the actual application to storage systems influenced by controls and operation rules. In this case, the discharges are not proportional to the storage volume, and therefore the equation would have to be extended to any number of discharges.

Ferrao: Die Seite wurde neu angelegt: „The order of the regularities given before already gives a structure which is also usable for mathematics. The central dependence is given by the storage conte…“

2021-01-21T16:08:12Z

Die Seite wurde neu angelegt: „The order of the regularities given before already gives a structure which is also usable for mathematics. The central dependence is given by the storage conte…“

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The order of the regularities given before already gives a structure which is also usable for mathematics. The central dependence is given by the storage content. In system hydrology, such a form of dependence is known by the linear single reservoir and can be solved in a closed way. Its principle is based on the assumption that the discharge is always proportional to the amount of water present in it (reservoir content). The proportionality factor k is called the storage constant. Together with the continuity equation, this gives the differential equation of the single-linear reservoir. This form of the storage equation is unsuitable for actual application to control-influenced storage systems. On the one hand, the discharges are normally not proportional to the storage content, on the other hand, the equation must be extended to any number of discharges.