Translations:Betriebsregeltypen/76/en - Versionsgeschichte

Haghani am 30. August 2021 um 10:35 Uhr

2021-08-30T10:35:21Z

← Nächstältere Version		Version vom 30. August 2021, 12:35 Uhr
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	* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relation between two discharges]]		* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relation between two discharges]]
	:Assuming that for each use, following the above rules, a functional dependency between ~~reservoir~~ content and discharge exists, a ranking of several uses is already given by the position of the function's nodes. Then, the respective ~~reservoir~~ volume from which the target discharge is no longer covered to 100% or even reduced to zero is decisive.		:Assuming that for each use, following the above rules, a functional dependency between storage content and discharge exists, a ranking of several uses is already given by the position of the function's nodes. Then, the respective storage volume from which the target discharge is no longer covered to 100% or even reduced to zero is decisive.

T.Schnellbach am 31. März 2021 um 10:58 Uhr

2021-03-31T10:58:36Z

← Nächstältere Version		Version vom 31. März 2021, 12:58 Uhr
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	* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a ~~relationship~~ between two ~~charges~~]]		* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relation between two discharges]]
	:Assuming that for each use, ~~as described under~~ the above rules, a functional dependency between ~~storage~~ content and ~~output~~ exists, a ranking of several uses is already given by the ~~location~~ of the function's nodes. ~~Decisive is~~ the respective reservoir ~~capacity~~ from which the ~~setpoint of the desired output~~ is no longer covered to 100% or even reduced to zero.		:Assuming that for each use, following the above rules, a functional dependency between reservoir content and discharge exists, a ranking of several uses is already given by the position of the function's nodes. Then, the respective reservoir volume from which the target discharge is no longer covered to 100% or even reduced to zero is decisive.

Ferrao am 26. November 2020 um 15:42 Uhr

2020-11-26T15:42:24Z

← Nächstältere Version		Version vom 26. November 2020, 17:42 Uhr
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	* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relationship between two charges]]		* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relationship between two charges]]
	Assuming that for each use, as described under the above rules, a functional dependency between storage content and output exists, a ranking of several uses is already given by the location of the function's nodes. Decisive is the respective reservoir capacity from which the setpoint of the desired output is no longer covered to 100% or even reduced to zero.		:Assuming that for each use, as described under the above rules, a functional dependency between storage content and output exists, a ranking of several uses is already given by the location of the function's nodes. Decisive is the respective reservoir capacity from which the setpoint of the desired output is no longer covered to 100% or even reduced to zero.

Ferrao am 26. November 2020 um 15:42 Uhr

2020-11-26T15:42:12Z

← Nächstältere Version		Version vom 26. November 2020, 17:42 Uhr
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	* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relationship between two charges]]		* Mathematical abstraction: [[Datei:Theorie_Abb19.png\|thumb\|\|Figure 19: Example of a relationship between two charges]]
	Assuming that for each use, as described under the above rules, a functional dependency between storage content and output exists, a ranking of several uses is already given by the location of the function's nodes. Decisive is the respective ~~memory content~~ from which the setpoint of the desired output is no longer covered to 100% or even reduced to zero.		Assuming that for each use, as described under the above rules, a functional dependency between storage content and output exists, a ranking of several uses is already given by the location of the function's nodes. Decisive is the respective reservoir capacity from which the setpoint of the desired output is no longer covered to 100% or even reduced to zero.

Ferrao: Die Seite wurde neu angelegt: „* Mathematical abstraction: Figure 19: Example of a relationship between two charges Assuming that for each use, as describe…“

2020-11-26T15:41:22Z

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* Mathematical abstraction: [[Datei:Theorie_Abb19.png|thumb||Figure 19: Example of a relationship between two charges]]
Assuming that for each use, as described under the above rules, a functional dependency between storage content and output exists, a ranking of several uses is already given by the location of the function's nodes. Decisive is the respective memory content from which the setpoint of the desired output is no longer covered to 100% or even reduced to zero.