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[[Special:MyLanguage/File:Discharge_division_by_Threshold_Concept.png|thumb|Discharge_division_by_Threshold_Concept]]Here the second discharge is only activated from a critical inflow Qkrit. In the threshold value model, the 2nd outlet (e.g. RÜ: outlet channel) is only pressurized from a critical inflow Qcrit where the 1st outlet (e.g. RÜ: throttle) backs up to the overflow threshold. Since in reality a perfect division of the outflows after reaching the threshold value is usually not possible, | [[Special:MyLanguage/File:Discharge_division_by_Threshold_Concept.png|thumb|Discharge_division_by_Threshold_Concept]]Here the second discharge is only activated from a critical inflow Qkrit. In the threshold value model, the 2nd outlet (e.g. RÜ: outlet channel) is only pressurized from a critical inflow Qcrit where the 1st outlet (e.g. RÜ: throttle) backs up to the overflow threshold. Since in reality a perfect division of the outflows after reaching the threshold value is usually not possible, a total correlation for the structure can also be specified for better recording of the actual conditions. | ||
[[Special:MyLanguage/Datei:Trennschärfe.png|thumb| Definition of the parameter Discriminatory Power in Talsim-NG]] | [[Special:MyLanguage/Datei:Trennschärfe.png|thumb| Definition of the parameter Discriminatory Power in Talsim-NG]] | ||
It is defined as: <math>\mbox{ | It is defined as: <math>\mbox{Total Correlation }= \frac{Q_{ab}(Q_{zu}=5 \cdot Q_{krit})}{Q_{krit}}</math> |
Version vom 13. Oktober 2020, 16:42 Uhr
thumb|Discharge_division_by_Threshold_ConceptHere the second discharge is only activated from a critical inflow Qkrit. In the threshold value model, the 2nd outlet (e.g. RÜ: outlet channel) is only pressurized from a critical inflow Qcrit where the 1st outlet (e.g. RÜ: throttle) backs up to the overflow threshold. Since in reality a perfect division of the outflows after reaching the threshold value is usually not possible, a total correlation for the structure can also be specified for better recording of the actual conditions. thumb| Definition of the parameter Discriminatory Power in Talsim-NG It is defined as: [math]\displaystyle{ \mbox{Total Correlation }= \frac{Q_{ab}(Q_{zu}=5 \cdot Q_{krit})}{Q_{krit}} }[/math]