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Wyświetlanie danych dla określonego wymiaru
W tym przykładzie pokazano, jak można użyć akcji parametru, do której odwołuje się kalkulacja, aby umożliwić użytkownikom wyświetlanie pożądanej przez nich informacji na widoku.
https://www.loom.com/share/3442f678b1f440f191cc3ff1b1c0b296
Jednym z powszechnych zastosowań parametrów jest użycie parametru do zmiany wartości wejściowej w obliczeniach. Tutaj użyto parametru Dimension Parameter dla wymiarów, tj.: "Category", "Region" i "Segment" oraz kalkulacji Dimension to Color, która zwraca konkretny wymiar.
W tym celu stworzono kalkulacje pomocnicze z tekstem dla każdego wymiaru, które będą odnośnikiem do pola źródłowego w akcji parametru.
Kalkulacja Dimension to Color została dodana do widoku na kolorze, przez co zmiana na widoku będzie jeszcze bardziej wyrazista. Użytkownicy mogą w ten sposób wybrać rodzaj danych za pomocą kontroli parametru (CASE), aby zmienić wyświetlane informacje.
Zalety tworzenia akcji parametru, która aktualizuje wartość parametru na podstawie interakcji użytkownika na widoku:
- interakcja jest bardziej naturalna. Użytkownicy mogą na bieżąco przeglądać dane. Zamiast wchodzić w interakcję z kontrolką parametru, użytkownicy mogą najechać kursorem lub kliknąć na widoku, aby zaktualizować wartość parametru.
- jeśli źródło danych zostanie w przyszłości zaktualizowane i dodanych zostanie więcej wartości typu i odmiany owoców, wartości te zostaną automatycznie wyświetlone w oknie i będą automatycznie dostępne dla parametru.
Aby uwzględnić akcje parametrów, w tym przykładzie wykorzystano drugi arkusz (Dimension Selector), który zawiera tylko nazwy wybranych wymiarów, które użytkownik będzie wybierać.
Ten arkusz właśnie jest źródłem do akcji parametrów dla każdego z wymiarów. Poniżej ekran z ustawieniami dla każdego.
Obydwa arkusze (Dimension Selector i Dimension Line Chart) są użyte później na dashboardzie.
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